From 95d38cea7c714e3aa18f7534fa80d5542002f6d4 Mon Sep 17 00:00:00 2001 From: Ivan <8611739+IRBorisov@users.noreply.github.com> Date: Fri, 2 Aug 2024 15:15:53 +0300 Subject: [PATCH] R: Test Inheritance and update initial data --- .../apps/oss/tests/s_models/__init__.py | 1 + .../apps/oss/tests/s_models/t_Inheritance.py | 51 + rsconcept/backend/fixtures/InitialData.json | 12946 ++++++++++------ rsconcept/frontend/public/db_schema.svg | 1343 +- 4 files changed, 8893 insertions(+), 5448 deletions(-) create mode 100644 rsconcept/backend/apps/oss/tests/s_models/t_Inheritance.py diff --git a/rsconcept/backend/apps/oss/tests/s_models/__init__.py b/rsconcept/backend/apps/oss/tests/s_models/__init__.py index 9fd813b0..95f5899a 100644 --- a/rsconcept/backend/apps/oss/tests/s_models/__init__.py +++ b/rsconcept/backend/apps/oss/tests/s_models/__init__.py @@ -1,4 +1,5 @@ ''' Tests for Django Models. ''' from .t_Argument import * +from .t_Inheritance import * from .t_Operation import * from .t_Substitution import * diff --git a/rsconcept/backend/apps/oss/tests/s_models/t_Inheritance.py b/rsconcept/backend/apps/oss/tests/s_models/t_Inheritance.py new file mode 100644 index 00000000..8b759655 --- /dev/null +++ b/rsconcept/backend/apps/oss/tests/s_models/t_Inheritance.py @@ -0,0 +1,51 @@ +''' Testing models: Inheritance. ''' +from django.test import TestCase + +from apps.oss.models import Inheritance, Operation, OperationSchema, OperationType +from apps.rsform.models import Constituenta, RSForm + + +class TestInheritance(TestCase): + ''' Testing Inheritance model. ''' + + def setUp(self): + self.oss = OperationSchema.create(alias='T1') + + self.ks1 = RSForm.create(title='Test1', alias='KS1') + self.ks2 = RSForm.create(title='Test2', alias='KS2') + self.operation = Operation.objects.create( + oss=self.oss.model, + alias='KS1', + operation_type=OperationType.INPUT, + result=self.ks1.model + ) + self.ks1_x1 = self.ks1.insert_new('X1') + self.ks2_x1 = self.ks2.insert_new('X1') + self.inheritance = Inheritance.objects.create( + operation=self.operation, + parent=self.ks1_x1, + child=self.ks2_x1 + ) + + + def test_str(self): + testStr = f'{self.ks1_x1} -> {self.ks2_x1}' + self.assertEqual(str(self.inheritance), testStr) + + + def test_cascade_delete_operation(self): + self.assertEqual(Inheritance.objects.count(), 1) + self.operation.delete() + self.assertEqual(Inheritance.objects.count(), 0) + + + def test_cascade_delete_parent(self): + self.assertEqual(Inheritance.objects.count(), 1) + self.ks1_x1.delete() + self.assertEqual(Inheritance.objects.count(), 0) + + + def test_cascade_delete_child(self): + self.assertEqual(Inheritance.objects.count(), 1) + self.ks2_x1.delete() + self.assertEqual(Inheritance.objects.count(), 0) diff --git a/rsconcept/backend/fixtures/InitialData.json b/rsconcept/backend/fixtures/InitialData.json index 510deb98..584add8b 100644 --- a/rsconcept/backend/fixtures/InitialData.json +++ b/rsconcept/backend/fixtures/InitialData.json @@ -1,4786 +1,8166 @@ [ - { - "model": "auth.user", - "pk": 1, - "fields": { - "password": "pbkdf2_sha256$720000$gFZkaBswurtL0naQKiUnW7$3b6SUN3fY2Xl1H7erAszVpQl2LpoKusan+yJP7Bp3JA=", - "last_login": "2024-06-03T20:57:02.522Z", - "is_superuser": true, - "username": "admin", - "first_name": "Администратор", - "last_name": "", - "email": "admin@mail.ru", - "is_staff": true, - "is_active": true, - "date_joined": "2024-05-27T18:31:48.913Z", - "groups": [], - "user_permissions": [] - } - }, - { - "model": "auth.user", - "pk": 3, - "fields": { - "password": "pbkdf2_sha256$720000$UrGOcoUoKyC5A0nCXwNszp$UR3FdvkB9EkQ8PT+mJ7CtCyrwbmmz3tYZcZKTaxyzoM=", - "last_login": "2024-06-03T20:57:25.539Z", - "is_superuser": false, - "username": "User1", - "first_name": "User1", - "last_name": "", - "email": "User1@test.ru", - "is_staff": false, - "is_active": true, - "date_joined": "2024-06-03T20:52:55.670Z", - "groups": [], - "user_permissions": [] - } - }, - { - "model": "auth.user", - "pk": 4, - "fields": { - "password": "pbkdf2_sha256$720000$2gYTKuX3Wiap5y3AokUpub$PExwc31nwYTLFOZDwHpg5loC8WOi//EZvSJ8V9TCmIs=", - "last_login": null, - "is_superuser": false, - "username": "User2", - "first_name": "User2", - "last_name": "", - "email": "User2@test.ru", - "is_staff": false, - "is_active": true, - "date_joined": "2024-06-03T20:53:20.356Z", - "groups": [], - "user_permissions": [] - } - }, - { - "model": "auth.user", - "pk": 5, - "fields": { - "password": "pbkdf2_sha256$720000$uoCzGQ7zxoJOqZ3d8y99nl$d0frHrK9a4ydo0iNp4kGLAsq5eZ4QpQl1lU2bXR3elI=", - "last_login": "2024-06-03T20:53:51.231Z", - "is_superuser": false, - "username": "User3", - "first_name": "User3", - "last_name": "", - "email": "User3@test.ru", - "is_staff": false, - "is_active": true, - "date_joined": "2024-06-03T20:53:45.900Z", - "groups": [], - "user_permissions": [] - } - }, - { - "model": "rsform.constituenta", - "pk": 589, - "fields": { - "schema": 34, - "order": 1, - "alias": "T1", - "cst_type": "theorem", - "convention": "", - "term_raw": "Управляющие конструкции", - "term_resolved": "Управляющие конструкции", - "term_forms": [], - "definition_formal": "", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 590, - "fields": { - "schema": 34, - "order": 2, - "alias": "F1", - "cst_type": "function", - "convention": "", - "term_raw": "схема ограниченного выделения", - "term_resolved": "схема ограниченного выделения", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1)] D{ ξ∈α | ξ=ξ }", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 591, - "fields": { - "schema": 34, - "order": 3, - "alias": "F2", - "cst_type": "function", - "convention": "", - "term_raw": "условный переход", - "term_resolved": "условный переход", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1)] debool(I{ α | 1=1} ∪ I{ α\\α | 1≠1})", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 592, - "fields": { - "schema": 34, - "order": 4, - "alias": "F3", - "cst_type": "function", - "convention": "", - "term_raw": "рекурсивное определение", - "term_resolved": "рекурсивное определение", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1)] R{ ξ:=α | ξ≠∅ | ξ\\ξ }", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 593, - "fields": { - "schema": 34, - "order": 5, - "alias": "T2", - "cst_type": "theorem", - "convention": "", - "term_raw": "Бинарные отношения двух множеств", - "term_resolved": "Бинарные отношения двух множеств", - "term_forms": [], - "definition_formal": "", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 594, - "fields": { - "schema": 34, - "order": 6, - "alias": "F4", - "cst_type": "function", - "convention": "", - "term_raw": "обратное отношение", - "term_resolved": "обратное отношение", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R2)] Pr2,1(σ)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 595, - "fields": { - "schema": 34, - "order": 7, - "alias": "P1", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство всюдуопределенности", - "term_resolved": "свойство всюдуопределенности", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R2)] Pr1(σ) = α", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 596, - "fields": { - "schema": 34, - "order": 8, - "alias": "P2", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство всюдузначности", - "term_resolved": "свойство всюдузначности", - "term_forms": [], - "definition_formal": "[α∈ℬ(R2), σ∈ℬ(R1×R2)] Pr2(σ) = α", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 597, - "fields": { - "schema": 34, - "order": 9, - "alias": "P3", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство прямой однозначности", - "term_resolved": "свойство прямой однозначности", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R2)] card(Pr1(σ)) = card(σ)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 598, - "fields": { - "schema": 34, - "order": 10, - "alias": "P4", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство обратной однозначности", - "term_resolved": "свойство обратной однозначности", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R2)] card(Pr2(σ)) = card(σ)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 599, - "fields": { - "schema": 34, - "order": 11, - "alias": "P5", - "cst_type": "predicate", - "convention": "", - "term_raw": "функция", - "term_resolved": "функция", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R2)] card(Pr1(σ)) = card(σ) & Pr1(σ) = α", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 600, - "fields": { - "schema": 34, - "order": 12, - "alias": "F5", - "cst_type": "function", - "convention": "", - "term_raw": "образ элемента", - "term_resolved": "образ элемента", - "term_forms": [], - "definition_formal": "[α∈R1, σ∈ℬ(R1×R2)] debool(Pr2(Fi1[{α}](σ)))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 601, - "fields": { - "schema": 34, - "order": 13, - "alias": "F6", - "cst_type": "function", - "convention": "", - "term_raw": "сечение по элементу", - "term_resolved": "сечение по элементу", - "term_forms": [], - "definition_formal": "[α∈R1, σ∈ℬ(R1×R2)] Pr2(Fi1[{α}](σ))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 602, - "fields": { - "schema": 34, - "order": 14, - "alias": "F7", - "cst_type": "function", - "convention": "", - "term_raw": "прообраз значения", - "term_resolved": "прообраз значения", - "term_forms": [], - "definition_formal": "[α∈R2, σ∈ℬ(R1×R2)] debool(Pr1(Fi2[{α}](σ)))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 603, - "fields": { - "schema": 34, - "order": 15, - "alias": "F8", - "cst_type": "function", - "convention": "", - "term_raw": "сечение по значению", - "term_resolved": "сечение по значению", - "term_forms": [], - "definition_formal": "[α∈R2, σ∈ℬ(R1×R2)] Pr1(Fi2[{α}](σ))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 604, - "fields": { - "schema": 34, - "order": 16, - "alias": "F9", - "cst_type": "function", - "convention": "", - "term_raw": "образ множества", - "term_resolved": "образ множества", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R2)] Pr2(Fi1[α](σ))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 605, - "fields": { - "schema": 34, - "order": 17, - "alias": "F10", - "cst_type": "function", - "convention": "", - "term_raw": "прообраз множества", - "term_resolved": "прообраз множества", - "term_forms": [], - "definition_formal": "[α∈ℬ(R2), σ∈ℬ(R1×R2)] Pr1(Fi2[α](σ))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 606, - "fields": { - "schema": 34, - "order": 18, - "alias": "F11", - "cst_type": "function", - "convention": "", - "term_raw": "композиция отношений", - "term_resolved": "композиция отношений", - "term_forms": [], - "definition_formal": "[σ1∈ℬ(R1×R2), σ2∈ℬ(R2×R3)] \nI{(ξ1, ξ3) | (ξ1,ξ2):∈σ1; ξ3:∈Pr2(Fi1[{ξ2}](σ2))}", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 607, - "fields": { - "schema": 34, - "order": 19, - "alias": "T3", - "cst_type": "theorem", - "convention": "", - "term_raw": "Бинарные отношения на множестве", - "term_resolved": "Бинарные отношения на множестве", - "term_forms": [], - "definition_formal": "T2", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 608, - "fields": { - "schema": 34, - "order": 20, - "alias": "F12", - "cst_type": "function", - "convention": "", - "term_raw": "участники отношения", - "term_resolved": "участники отношения", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)] Pr1(σ)∪Pr2(σ)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 609, - "fields": { - "schema": 34, - "order": 21, - "alias": "P6", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство полноты (линейности)", - "term_resolved": "свойство полноты (линейности)", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)] σ∪Pr2,1(σ)∪Pr1,1(σ)∪Pr2,2(σ) = α×α", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 610, - "fields": { - "schema": 34, - "order": 22, - "alias": "P7", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство симметричности", - "term_resolved": "свойство симметричности", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)] Pr2,1(σ) = σ", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 611, - "fields": { - "schema": 34, - "order": 23, - "alias": "P8", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство антисимметричности", - "term_resolved": "свойство антисимметричности", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)] (Pr2,1(σ)∩σ)\\Pr1,1(σ) = ∅", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 612, - "fields": { - "schema": 34, - "order": 24, - "alias": "P9", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство рефлексивности", - "term_resolved": "свойство рефлексивности", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)] Pr1,1(σ) ⊆ σ", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 613, - "fields": { - "schema": 34, - "order": 25, - "alias": "P10", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство антирефлексивности", - "term_resolved": "свойство антирефлексивности", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)] Pr1,1(σ)∩σ = ∅", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 614, - "fields": { - "schema": 34, - "order": 26, - "alias": "P11", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство транзитивности", - "term_resolved": "свойство транзитивности", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)] ∀(α1,α2),(β1,β2)∈σ (α2=β1 ⇒ (α1,β2)∈σ)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 615, - "fields": { - "schema": 34, - "order": 27, - "alias": "P12", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство фундированности", - "term_resolved": "свойство фундированности", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)] ∀γ∈ℬ(α) (γ≠∅ ⇒ card(F13[γ,σ])>0)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 616, - "fields": { - "schema": 34, - "order": 28, - "alias": "P13", - "cst_type": "predicate", - "convention": "", - "term_raw": "существование infinum для отношения на данном !подмножестве!", - "term_resolved": "существование infinum для отношения на данном !подмножестве!", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)] ∀ξ1,ξ2∈α ∃ε∈α ((ε,ξ1)∈σ & (ε,ξ2)∈σ & ∀ξ3∈α\\{ε} ((ξ3,ξ1)∈σ & (ξ3,ξ2)∈σ ⇒ (ξ3,ε)∈σ))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 617, - "fields": { - "schema": 34, - "order": 29, - "alias": "P14", - "cst_type": "predicate", - "convention": "", - "term_raw": "существование supremum для отношения на данном !подмножестве!", - "term_resolved": "существование supremum для отношения на данном !подмножестве!", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)] ∀ξ1,ξ2∈α ∃π∈α ((ξ1,π)∈σ & (ξ2,π)∈σ & ∀ξ3∈α\\{π} ((ξ1,ξ3)∈σ & (ξ2,ξ3)∈σ ⇒ (π,ξ3)∈σ))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 618, - "fields": { - "schema": 34, - "order": 30, - "alias": "P15", - "cst_type": "predicate", - "convention": "", - "term_raw": "частичный порядок", - "term_resolved": "частичный порядок", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)]\nPr2,1(σ)∩σ\\Pr1,1(σ) = ∅ & \n(Pr1,1(σ)∩σ = ∅ ∨ Pr1,1(σ) ⊆ σ) & \n∀(α1,α2),(β1,β2)∈σ (α2=β1 ⇒ (α1,β2)∈σ)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 619, - "fields": { - "schema": 34, - "order": 31, - "alias": "P16", - "cst_type": "predicate", - "convention": "", - "term_raw": "линейный порядок", - "term_resolved": "линейный порядок", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)]\nPr2,1(σ)∩σ\\Pr1,1(σ) = ∅ & \n(Pr1,1(σ)∩σ = ∅ ∨ Pr1,1(σ) ⊆ σ) & \n∀(α1,α2),(β1,β2)∈σ (α2=β1 ⇒ (α1,β2)∈σ) & \nσ∪Pr2,1(σ)∪Pr1,1(σ)∪Pr2,2(σ) = α×α", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 620, - "fields": { - "schema": 34, - "order": 32, - "alias": "F13", - "cst_type": "function", - "convention": "альтернативное определение:\n[α∈ℬ(R1), σ∈ℬ(R1×R1)] D{ξ∈α | ∀ω∈α\\{ξ} (ω, ξ)∉σ}", - "term_raw": "минимальные элементы !порядка! на данном !подмножестве!", - "term_resolved": "минимальные элементы !порядка! на данном !подмножестве!", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)] α \\ Pr2(Fi1,2[α, α](σ))", - "definition_raw": "элементы, для которых отсутствуют большие их элементы", - "definition_resolved": "элементы, для которых отсутствуют большие их элементы" - } - }, - { - "model": "rsform.constituenta", - "pk": 621, - "fields": { - "schema": 34, - "order": 33, - "alias": "F14", - "cst_type": "function", - "convention": "альтернативное определение:\n[α∈ℬ(R1), σ∈ℬ(R1×R1)] debool(D{ξ∈α | ∀ω∈α\\{ξ} (ξ, ω)∈σ})", - "term_raw": "наименьший элемент !порядка! на данном !подмножестве!", - "term_resolved": "наименьший элемент !порядка! на данном !подмножестве!", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)] debool(I{ β | δ1:=Fi1,2[α, α](σ); δ2:=δ1\\Pr1,1(δ1); β:=Pr1(δ2)\\Pr2(δ2) })", - "definition_raw": "элементы, меньшие или равные всем остальным", - "definition_resolved": "элементы, меньшие или равные всем остальным" - } - }, - { - "model": "rsform.constituenta", - "pk": 622, - "fields": { - "schema": 34, - "order": 34, - "alias": "P17", - "cst_type": "predicate", - "convention": "", - "term_raw": "эквивалентность", - "term_resolved": "эквивалентность", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)] Pr1,1(σ) ⊆ σ & Pr2,1(σ) = σ & \n∀(α1,α2),(β1,β2)∈σ (α2=β1 ⇒ (α1,β2)∈σ)", - "definition_raw": "транзитивное рефлексивное симметричное бинарное отношение", - "definition_resolved": "транзитивное рефлексивное симметричное бинарное отношение" - } - }, - { - "model": "rsform.constituenta", - "pk": 623, - "fields": { - "schema": 34, - "order": 35, - "alias": "F15", - "cst_type": "function", - "convention": "", - "term_raw": "класс эквивалентности !элемента!", - "term_resolved": "класс эквивалентности !элемента!", - "term_forms": [], - "definition_formal": "[α∈R1, σ∈ℬ(R1×R1)] Pr2(Fi1[{α}](σ))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 624, - "fields": { - "schema": 34, - "order": 36, - "alias": "P18", - "cst_type": "predicate", - "convention": "", - "term_raw": "толерантность", - "term_resolved": "толерантность", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)] Pr1,1(σ) ⊆ σ & Pr2,1(σ) = σ", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 625, - "fields": { - "schema": 34, - "order": 37, - "alias": "T4", - "cst_type": "theorem", - "convention": "", - "term_raw": "Цепочки", - "term_resolved": "Цепочки", - "term_forms": [], - "definition_formal": "T2 & T3", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 626, - "fields": { - "schema": 34, - "order": 38, - "alias": "P19", - "cst_type": "predicate", - "convention": "", - "term_raw": "условие связности цепочки", - "term_resolved": "условие связности цепочки", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)]\ncard(Pr1(σ)) = card(σ) & card(Pr2(σ)) = card(σ) &\ncard(Pr1(σ) \\ Pr2(σ)) = 1 & card(Pr2(σ) \\ Pr1(σ)) = 1", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 627, - "fields": { - "schema": 34, - "order": 39, - "alias": "F16", - "cst_type": "function", - "convention": "", - "term_raw": "начало цепочки", - "term_resolved": "начало цепочки", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)] debool(Pr1(σ) \\ Pr2(σ))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 628, - "fields": { - "schema": 34, - "order": 40, - "alias": "F17", - "cst_type": "function", - "convention": "", - "term_raw": "конец цепочки", - "term_resolved": "конец цепочки", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)] debool(Pr2(σ) \\ Pr1(σ))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 629, - "fields": { - "schema": 34, - "order": 41, - "alias": "F18", - "cst_type": "function", - "convention": "", - "term_raw": "следующий за данным !элемент! цепочки", - "term_resolved": "следующий за данным !элемент! цепочки", - "term_forms": [], - "definition_formal": "[α∈R1, σ∈ℬ(R1×R1)] debool(Pr2(Fi1[{α}](σ)))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 630, - "fields": { - "schema": 34, - "order": 42, - "alias": "F19", - "cst_type": "function", - "convention": "", - "term_raw": "предшествующий данному !элемент! цепочки", - "term_resolved": "предшествующий данному !элемент! цепочки", - "term_forms": [], - "definition_formal": "[α∈R1, σ∈ℬ(R1×R1)] debool(Pr1(Fi2[{α}](σ)))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 631, - "fields": { - "schema": 34, - "order": 43, - "alias": "T5", - "cst_type": "theorem", - "convention": "", - "term_raw": "Графы", - "term_resolved": "Графы", - "term_forms": [], - "definition_formal": "T2 & T3", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 632, - "fields": { - "schema": 34, - "order": 44, - "alias": "P20", - "cst_type": "predicate", - "convention": "", - "term_raw": "неориентированный граф", - "term_resolved": "неориентированный граф", - "term_forms": [], - "definition_formal": "[γ∈ℬ(R1)×ℬ(R1×R1)] pr2(γ) = Pr2,1(pr2(γ))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 633, - "fields": { - "schema": 34, - "order": 45, - "alias": "F20", - "cst_type": "function", - "convention": "", - "term_raw": "истоки", - "term_resolved": "истоки", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)] Pr1(σ) \\ Pr2(σ)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 634, - "fields": { - "schema": 34, - "order": 46, - "alias": "F21", - "cst_type": "function", - "convention": "", - "term_raw": "стоки", - "term_resolved": "стоки", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)] Pr2(σ) \\ Pr1(σ)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 635, - "fields": { - "schema": 34, - "order": 47, - "alias": "F22", - "cst_type": "function", - "convention": "", - "term_raw": "изолированные вершины", - "term_resolved": "изолированные вершины", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)] α \\ (Pr2(σ) ∪ Pr1(σ))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 636, - "fields": { - "schema": 34, - "order": 48, - "alias": "F23", - "cst_type": "function", - "convention": "", - "term_raw": "потребители", - "term_resolved": "потребители", - "term_forms": [], - "definition_formal": "[α∈R1, σ∈ℬ(R1×R1)] Pr2(Fi1[{α}](σ))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 637, - "fields": { - "schema": 34, - "order": 49, - "alias": "F24", - "cst_type": "function", - "convention": "", - "term_raw": "поставщики", - "term_resolved": "поставщики", - "term_forms": [], - "definition_formal": "[α∈R1, σ∈ℬ(R1×R1)] Pr1(Fi2[{α}](σ))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 638, - "fields": { - "schema": 34, - "order": 50, - "alias": "F25", - "cst_type": "function", - "convention": "", - "term_raw": "зависимые вершины", - "term_resolved": "зависимые вершины", - "term_forms": [], - "definition_formal": "[α∈R1, σ∈ℬ(R1×R1)] R{ ξ:=Pr2(Fi1[{α}](σ)) | ξ ∪ Pr2(Fi1[ξ](σ)) }", - "definition_raw": "вершины, достижимые из данной", - "definition_resolved": "вершины, достижимые из данной" - } - }, - { - "model": "rsform.constituenta", - "pk": 639, - "fields": { - "schema": 34, - "order": 51, - "alias": "F26", - "cst_type": "function", - "convention": "", - "term_raw": "зависимые вершины совокупности", - "term_resolved": "зависимые вершины совокупности", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)] R{ ξ:=Pr2(Fi1[α](σ)) | ξ ∪ Pr2(Fi1[ξ](σ)) }", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 640, - "fields": { - "schema": 34, - "order": 52, - "alias": "F27", - "cst_type": "function", - "convention": "", - "term_raw": "влияющие вершины", - "term_resolved": "влияющие вершины", - "term_forms": [], - "definition_formal": "[α∈R1, σ∈ℬ(R1×R1)] R{ ξ:=Pr1(Fi2[{α}](σ)) | ξ ∪ Pr1(Fi2[ξ](σ)) }", - "definition_raw": "вершины, из которых данная вершина достижима", - "definition_resolved": "вершины, из которых данная вершина достижима" - } - }, - { - "model": "rsform.constituenta", - "pk": 641, - "fields": { - "schema": 34, - "order": 53, - "alias": "F28", - "cst_type": "function", - "convention": "", - "term_raw": "влияющие вершины совокупности", - "term_resolved": "влияющие вершины совокупности", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)] R{ ξ:=Pr1(Fi2[α](σ)) | ξ ∪ Pr1(Fi2[ξ](σ)) }", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 642, - "fields": { - "schema": 34, - "order": 54, - "alias": "P21", - "cst_type": "predicate", - "convention": "", - "term_raw": "цикл", - "term_resolved": "цикл", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)] Pr1(σ) = Pr2(σ)", - "definition_raw": "совокупность связей, в которой из каждой вершины в каждую другую есть путь", - "definition_resolved": "совокупность связей, в которой из каждой вершины в каждую другую есть путь" - } - }, - { - "model": "rsform.constituenta", - "pk": 643, - "fields": { - "schema": 34, - "order": 55, - "alias": "P22", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство ацикличности", - "term_resolved": "свойство ацикличности", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)] ∀γ∈Pr1(σ) γ∉R{ ξ:=Pr2(Fi1[{γ}](σ)) | ξ ∪ Pr2(Fi1[ξ](σ)) }", - "definition_raw": "в ацикличном графе никакая вершина не является собственной зависимой вершиной", - "definition_resolved": "в ацикличном графе никакая вершина не является собственной зависимой вершиной" - } - }, - { - "model": "rsform.constituenta", - "pk": 644, - "fields": { - "schema": 34, - "order": 56, - "alias": "P23", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство ацикличности (декларативная формулировка)", - "term_resolved": "свойство ацикличности (декларативная формулировка)", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)] ∀γ∈ℬ(σ) Pr1(γ) ≠ Pr2(γ)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 645, - "fields": { - "schema": 34, - "order": 57, - "alias": "F29", - "cst_type": "function", - "convention": "", - "term_raw": "транзитивное замыкание", - "term_resolved": "транзитивное замыкание", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)] I{(ξ1, ξ2) | ξ1:∈Pr1(σ); ξ2:∈F25[ξ1, σ]}", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 646, - "fields": { - "schema": 34, - "order": 58, - "alias": "F30", - "cst_type": "function", - "convention": "", - "term_raw": "транзитивная редукция", - "term_resolved": "транзитивная редукция", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)] σ \\ I{(ξ1, ξ2) | ξ1:∈Pr1(σ); γ:=F23[ξ1, σ]; ξ2:∈γ∩F26[γ, σ]}", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 647, - "fields": { - "schema": 34, - "order": 59, - "alias": "P24", - "cst_type": "predicate", - "convention": "1", - "term_raw": "дерево", - "term_resolved": "дерево", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R1)] card(Pr1(σ)\\Pr2(σ)) = 1 & card(Pr2(σ)) = card(σ)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 648, - "fields": { - "schema": 34, - "order": 60, - "alias": "T6", - "cst_type": "theorem", - "convention": "", - "term_raw": "Целые числа", - "term_resolved": "Целые числа", - "term_forms": [], - "definition_formal": "", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 649, - "fields": { - "schema": 34, - "order": 61, - "alias": "F31", - "cst_type": "function", - "convention": "", - "term_raw": "минимум набора чисел", - "term_resolved": "минимум набора чисел", - "term_forms": [], - "definition_formal": "[σ∈ℬ(Z)] debool(D{ξ∈σ | ∀α∈σ α ≤ ξ})", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 650, - "fields": { - "schema": 34, - "order": 62, - "alias": "F32", - "cst_type": "function", - "convention": "", - "term_raw": "максимум набора чисел", - "term_resolved": "максимум набора чисел", - "term_forms": [], - "definition_formal": "[σ∈ℬ(Z)] debool(D{ξ∈σ | ∀α∈σ α ≥ ξ})", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 651, - "fields": { - "schema": 34, - "order": 63, - "alias": "F33", - "cst_type": "function", - "convention": "", - "term_raw": "натуральные числа, меньшие или равные данному", - "term_resolved": "натуральные числа, меньшие или равные данному", - "term_forms": [], - "definition_formal": "[α∈Z] R{(ξ,σ):=(0, {0}) | ξ<α | (ξ+1, σ ∪ {ξ+1})}", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 652, - "fields": { - "schema": 34, - "order": 64, - "alias": "P25", - "cst_type": "predicate", - "convention": "", - "term_raw": "набор чисел, удовлетворяющий данному периоду", - "term_resolved": "набор чисел, удовлетворяющий данному периоду", - "term_forms": [], - "definition_formal": "[σ∈ℬ(Z), τ∈Z] ∀α∈σ (α+τ ≤ F32[σ] ⇒ α+τ∈σ)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 653, - "fields": { - "schema": 34, - "order": 65, - "alias": "F34", - "cst_type": "function", - "convention": "", - "term_raw": "периоды данного набора чисел", - "term_resolved": "периоды данного набора чисел", - "term_forms": [], - "definition_formal": "[σ∈ℬ(Z)] pr1(R{\n(γ, τ) := (∅, F31[σ]) | \nτ ≠ F32[σ] | \n(γ ∪ I{τ | P25[σ, τ]}, τ + 1)})", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 654, - "fields": { - "schema": 34, - "order": 66, - "alias": "T7", - "cst_type": "theorem", - "convention": "", - "term_raw": "Последовательности", - "term_resolved": "Последовательности", - "term_forms": [], - "definition_formal": "", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 655, - "fields": { - "schema": 34, - "order": 67, - "alias": "P26", - "cst_type": "predicate", - "convention": "", - "term_raw": "корректная последовательность (позиции нумеруются с нуля)", - "term_resolved": "корректная последовательность (позиции нумеруются с нуля)", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×Z)] card(σ)=card(Pr2(σ)) & ∀λ∈Pr2(σ) λ < card(σ)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 656, - "fields": { - "schema": 34, - "order": 68, - "alias": "P27", - "cst_type": "predicate", - "convention": "", - "term_raw": "корректная последовательность (позиции нумеруются с единицы)", - "term_resolved": "корректная последовательность (позиции нумеруются с единицы)", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×Z)] card(σ)=card(Pr2(σ)) & ∀λ∈Pr2(σ) (λ ≤ card(σ) & λ > 0)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 657, - "fields": { - "schema": 34, - "order": 69, - "alias": "F35", - "cst_type": "function", - "convention": "", - "term_raw": "начало последовательности", - "term_resolved": "начало последовательности", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×Z)] debool(Pr1(Fi2[{0}](σ)))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 658, - "fields": { - "schema": 34, - "order": 70, - "alias": "F36", - "cst_type": "function", - "convention": "", - "term_raw": "конец последовательности", - "term_resolved": "конец последовательности", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×Z)] debool(Pr1(Fi2[{card(σ) - 1}](σ)))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 659, - "fields": { - "schema": 34, - "order": 71, - "alias": "F37", - "cst_type": "function", - "convention": "", - "term_raw": "следующий за данным !элемент! последовательности", - "term_resolved": "следующий за данным !элемент! последовательности", - "term_forms": [], - "definition_formal": "[α∈R1×Z, σ∈ℬ(R1×Z)] debool(Fi2[{pr2(α) + 1}](σ))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 660, - "fields": { - "schema": 34, - "order": 72, - "alias": "F38", - "cst_type": "function", - "convention": "", - "term_raw": "предыдущий данному !элемент! последовательности", - "term_resolved": "предыдущий данному !элемент! последовательности", - "term_forms": [], - "definition_formal": "[α∈R1×Z, σ∈ℬ(R1×Z)] debool(Fi2[{pr2(α) - 1}](σ))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 661, - "fields": { - "schema": 34, - "order": 73, - "alias": "F39", - "cst_type": "function", - "convention": "", - "term_raw": "обращенная последовательность", - "term_resolved": "обращенная последовательность", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×Z)] I{(α, λ) | (α,μ):∈σ; λ := card(σ) - μ - 1}", - "definition_raw": "не определен для последнего элемента", - "definition_resolved": "не определен для последнего элемента" - } - }, - { - "model": "rsform.constituenta", - "pk": 662, - "fields": { - "schema": 34, - "order": 74, - "alias": "P28", - "cst_type": "predicate", - "convention": "", - "term_raw": "подпоследовательность", - "term_resolved": "подпоследовательность", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×Z)] card(σ) = card(Pr2(σ))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 663, - "fields": { - "schema": 34, - "order": 75, - "alias": "F40", - "cst_type": "function", - "convention": "", - "term_raw": "последовательность, построенная из данной подпоследовательности", - "term_resolved": "последовательность, построенная из данной подпоследовательности", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×Z)] pr1(R{\n(γ, α):=(∅, σ) | α≠∅ | \ndebool(I{(γ2, α2) | τ := F31[Pr2(α)]; ξ := debool(F8[τ,σ]); \nγ2 := γ ∪ {(ξ, card(γ))}; α2 := α \\ {(ξ,τ)}})})", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 664, - "fields": { - "schema": 34, - "order": 76, - "alias": "T8", - "cst_type": "theorem", - "convention": "Условия для \"левых\" и \"правых\" свойств через конкатенацию", - "term_raw": "Групповые операции", - "term_resolved": "Групповые операции", - "term_forms": [], - "definition_formal": "T10", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 665, - "fields": { - "schema": 34, - "order": 77, - "alias": "F41", - "cst_type": "function", - "convention": "", - "term_raw": "результат операции для данных аргументов", - "term_resolved": "результат операции для данных аргументов", - "term_forms": [], - "definition_formal": "[α∈R1, β∈R1, σ∈ℬ((R1×R1)×R1)] debool(Pr2(Fi1[{(α,β)}](σ)))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 666, - "fields": { - "schema": 34, - "order": 78, - "alias": "F42", - "cst_type": "function", - "convention": "например ноль для операции умножения целых чисел", - "term_raw": "инвариантные элементы", - "term_resolved": "инвариантные элементы", - "term_forms": [], - "definition_formal": "[σ∈ℬ((R1×R1)×R1)] D{ξ∈Pr1(Pr1(σ)) | ∀α∈Pr1(Pr1(σ)) \n(((α,ξ),ξ)∈σ & ((ξ,α),ξ)∈σ)}", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 667, - "fields": { - "schema": 34, - "order": 79, - "alias": "F43", - "cst_type": "function", - "convention": "", - "term_raw": "нейтральные элементы", - "term_resolved": "нейтральные элементы", - "term_forms": [], - "definition_formal": "[σ∈ℬ((R1×R1)×R1)] D{ξ∈Pr1(Pr1(σ)) | ∀α∈Pr1(Pr1(σ)) \n(((α,ξ),α)∈σ & ((ξ,α),α)∈σ)}", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 668, - "fields": { - "schema": 34, - "order": 80, - "alias": "F44", - "cst_type": "function", - "convention": "", - "term_raw": "идемпотентные элементы", - "term_resolved": "идемпотентные элементы", - "term_forms": [], - "definition_formal": "[σ∈ℬ((R1×R1)×R1)] D{ξ∈Pr1(Pr1(σ)) | ((ξ,ξ),ξ)∈σ}", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 669, - "fields": { - "schema": 34, - "order": 81, - "alias": "F45", - "cst_type": "function", - "convention": "", - "term_raw": "обратные элементы для данного элемента", - "term_resolved": "обратные элементы для данного элемента", - "term_forms": [], - "definition_formal": "[α∈R1, σ∈ℬ((R1×R1)×R1)] D{ω∈Pr1(Pr1(σ)) | F41[α,ω,σ]∈F43[σ] & F41[ω,α,σ]∈F43[σ]}", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 670, - "fields": { - "schema": 34, - "order": 82, - "alias": "F46", - "cst_type": "function", - "convention": "", - "term_raw": "элемент, являющийся данной степенью данного элемента", - "term_resolved": "элемент, являющийся данной степенью данного элемента", - "term_forms": [], - "definition_formal": "[α∈R1, λ∈Z, σ∈ℬ((R1×R1)×R1)] pr1(R{(ξ, μ) := (α, 1) | μ<λ & λ>0 | (F41[ξ,α,σ], μ + 1)})", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 671, - "fields": { - "schema": 34, - "order": 83, - "alias": "P29", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство замкнутости и однозначности", - "term_resolved": "свойство замкнутости и однозначности", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬ((R1×R1)×R1)] Pr1(σ) = α×α & card(σ) = card(Pr1(σ))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 672, - "fields": { - "schema": 34, - "order": 84, - "alias": "P30", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство ассоциативности", - "term_resolved": "свойство ассоциативности", - "term_forms": [], - "definition_formal": "[σ∈ℬ((R1×R1)×R1)] ∀α,β,γ∈Pr1(Pr1(σ)) F41[F41[α,β,σ],γ,σ] = F41[α,F41[β,γ,σ],σ]", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 673, - "fields": { - "schema": 34, - "order": 85, - "alias": "P31", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство коммутативности", - "term_resolved": "свойство коммутативности", - "term_forms": [], - "definition_formal": "[σ∈ℬ((R1×R1)×R1)] ∀((α1,α2),γ)∈σ ((α2,α1),γ)∈σ", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 674, - "fields": { - "schema": 34, - "order": 86, - "alias": "P32", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство идемпотентности", - "term_resolved": "свойство идемпотентности", - "term_forms": [], - "definition_formal": "[σ∈ℬ((R1×R1)×R1)] ∀α∈Pr1(Pr1(σ)) ((α,α),α)∈σ", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 675, - "fields": { - "schema": 34, - "order": 87, - "alias": "P33", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство цикличности", - "term_resolved": "свойство цикличности", - "term_forms": [], - "definition_formal": "[σ∈ℬ((R1×R1)×R1)] ∃α∈Pr1(Pr1(σ)) ∀β∈Pr1(Pr1(σ)) ∃μ∈Z F46[α,μ,σ] = β", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 676, - "fields": { - "schema": 34, - "order": 88, - "alias": "P34", - "cst_type": "predicate", - "convention": "", - "term_raw": "группоид", - "term_resolved": "группоид", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬ((R1×R1)×R1)] P29[α, σ]", - "definition_raw": "всюдуопределенная замкнутая функция пары элементов некоторого множества", - "definition_resolved": "всюдуопределенная замкнутая функция пары элементов некоторого множества" - } - }, - { - "model": "rsform.constituenta", - "pk": 677, - "fields": { - "schema": 34, - "order": 89, - "alias": "P35", - "cst_type": "predicate", - "convention": "", - "term_raw": "полугруппа", - "term_resolved": "полугруппа", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬ((R1×R1)×R1)] P29[α, σ] & P30[σ]", - "definition_raw": "ассоциативный группоид", - "definition_resolved": "ассоциативный группоид" - } - }, - { - "model": "rsform.constituenta", - "pk": 678, - "fields": { - "schema": 34, - "order": 90, - "alias": "P36", - "cst_type": "predicate", - "convention": "", - "term_raw": "моноид", - "term_resolved": "моноид", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬ((R1×R1)×R1)] P29[α, σ] & P30[σ] & card(F43[σ]) > 0", - "definition_raw": "полугруппа, в которой существует нейтральный элемент", - "definition_resolved": "полугруппа, в которой существует нейтральный элемент" - } - }, - { - "model": "rsform.constituenta", - "pk": 679, - "fields": { - "schema": 34, - "order": 91, - "alias": "P37", - "cst_type": "predicate", - "convention": "", - "term_raw": "группа", - "term_resolved": "группа", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬ((R1×R1)×R1)] P29[α, σ] & P30[σ] & card(F43[σ]) > 0 & ∀ξ∈α card(F45[ξ, σ]) > 0", - "definition_raw": "моноид, в котором для каждого элемента существует обратный", - "definition_resolved": "моноид, в котором для каждого элемента существует обратный" - } - }, - { - "model": "rsform.constituenta", - "pk": 680, - "fields": { - "schema": 34, - "order": 92, - "alias": "P38", - "cst_type": "predicate", - "convention": "", - "term_raw": "абелева группа", - "term_resolved": "абелева группа", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬ((R1×R1)×R1)] P29[α, σ] & P30[σ] & card(F43[σ]) > 0 & ∀ξ∈α card(F45[ξ, σ]) > 0 & P31[σ]", - "definition_raw": "коммутативная группа", - "definition_resolved": "коммутативная группа" - } - }, - { - "model": "rsform.constituenta", - "pk": 681, - "fields": { - "schema": 34, - "order": 93, - "alias": "T9", - "cst_type": "theorem", - "convention": "Условия для \"левых\" и \"правых\" свойств через конкатенацию\nОперации по умолчанию считаются группоидами", - "term_raw": "Кольца", - "term_resolved": "Кольца", - "term_forms": [], - "definition_formal": "T8", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 682, - "fields": { - "schema": 34, - "order": 94, - "alias": "P39", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство дистрибутивности φψ", - "term_resolved": "свойство дистрибутивности φψ", - "term_forms": [], - "definition_formal": "[φ∈ℬ((R1×R1)×R1), ψ∈ℬ((R1×R1)×R1)] ∀α,β,γ∈Pr1(Pr1(φ)) (\n F41[α, F41[β, γ, φ], ψ] = F41[F41[α, β, ψ], F41[α, γ, ψ], φ] &\n F41[F41[α, β, φ], γ, ψ] = F41[F41[α, γ, ψ], F41[β, γ, ψ], φ]\n)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 683, - "fields": { - "schema": 34, - "order": 95, - "alias": "P40", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство поглощения φψ", - "term_resolved": "свойство поглощения φψ", - "term_forms": [], - "definition_formal": "[φ∈ℬ((R1×R1)×R1), ψ∈ℬ((R1×R1)×R1)] ∀α,β∈Pr1(Pr1(φ)) (\n F41[α, F41[α, β, φ], ψ] = α & F41[F41[α, β, φ], α, ψ] = α &\n F41[α, F41[β, α, φ], ψ] = α & F41[F41[β, α, φ], α, ψ] = α\n)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 684, - "fields": { - "schema": 34, - "order": 96, - "alias": "P41", - "cst_type": "predicate", - "convention": "", - "term_raw": "полукольцо", - "term_resolved": "полукольцо", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), φ∈ℬ((R1×R1)×R1), ψ∈ℬ((R1×R1)×R1)]\nP36[α, φ] & P31[φ] & P35[α, ψ] & P39[φ, ψ]", - "definition_raw": "сложение – моноид + коммутативность; умножение – полугруппа; дистрибутивность сложения относительно умножения", - "definition_resolved": "сложение – моноид + коммутативность; умножение – полугруппа; дистрибутивность сложения относительно умножения" - } - }, - { - "model": "rsform.constituenta", - "pk": 685, - "fields": { - "schema": 34, - "order": 97, - "alias": "P42", - "cst_type": "predicate", - "convention": "", - "term_raw": "кольцо", - "term_resolved": "кольцо", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), φ∈ℬ((R1×R1)×R1), ψ∈ℬ((R1×R1)×R1)]\nP38[α, φ] & P35[α, ψ] & P39[φ, ψ]", - "definition_raw": "полукольцо, в котором для умножения существуют обратные элементы", - "definition_resolved": "полукольцо, в котором для умножения существуют обратные элементы" - } - }, - { - "model": "rsform.constituenta", - "pk": 686, - "fields": { - "schema": 34, - "order": 98, - "alias": "P43", - "cst_type": "predicate", - "convention": "", - "term_raw": "тело", - "term_resolved": "тело", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), φ∈ℬ((R1×R1)×R1), ψ∈ℬ((R1×R1)×R1)]\nP38[α, φ] & P35[α, ψ] & P39[φ, ψ] & \ncard(F43[ψ]) > 0 & ∀ξ∈α\\F43[φ] card(F45[ξ, ψ]) > 0", - "definition_raw": "кольцо, в котором умножение обладает нейтральным элементов и обратными элементами для всех элементов, кроме нейтральных элементов сложения", - "definition_resolved": "кольцо, в котором умножение обладает нейтральным элементов и обратными элементами для всех элементов, кроме нейтральных элементов сложения" - } - }, - { - "model": "rsform.constituenta", - "pk": 687, - "fields": { - "schema": 34, - "order": 99, - "alias": "P44", - "cst_type": "predicate", - "convention": "", - "term_raw": "поле", - "term_resolved": "поле", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), φ∈ℬ((R1×R1)×R1), ψ∈ℬ((R1×R1)×R1)] \nP38[α, φ] & P35[α, ψ] & P31[ψ] & P39[φ, ψ] & \ncard(F43[ψ]) > 0 & ∀ξ∈α\\F43[φ] card(F45[ξ, ψ]) > 0", - "definition_raw": "тело, в котором умножение обладает коммутативностью", - "definition_resolved": "тело, в котором умножение обладает коммутативностью" - } - }, - { - "model": "rsform.constituenta", - "pk": 688, - "fields": { - "schema": 34, - "order": 100, - "alias": "P45", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство покрытия", - "term_resolved": "свойство покрытия", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬℬ(R1)] α⊆red(σ)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 689, - "fields": { - "schema": 34, - "order": 101, - "alias": "P46", - "cst_type": "predicate", - "convention": "", - "term_raw": "алгебраическая решетка", - "term_resolved": "алгебраическая решетка", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), φ∈ℬ((R1×R1)×R1), ψ∈ℬ((R1×R1)×R1)] \nP35[α, φ] & P31[φ] & P35[α, ψ] & P31[ψ] & P40[φ, ψ] & P40[ψ, φ]", - "definition_raw": "обе операции - коммутативные полугруппы с идемпотентностью и взаимным поглощением", - "definition_resolved": "обе операции - коммутативные полугруппы с идемпотентностью и взаимным поглощением" - } - }, - { - "model": "rsform.constituenta", - "pk": 690, - "fields": { - "schema": 34, - "order": 102, - "alias": "T10", - "cst_type": "theorem", - "convention": "", - "term_raw": "Множества подмножеств", - "term_resolved": "Множества подмножеств", - "term_forms": [], - "definition_formal": "", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 691, - "fields": { - "schema": 34, - "order": 103, - "alias": "P47", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство попарного непересечения", - "term_resolved": "свойство попарного непересечения", - "term_forms": [], - "definition_formal": "[σ∈ℬℬ(R1)] ∀α,β∈σ (α≠β ⇒ α∩β=∅)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 692, - "fields": { - "schema": 34, - "order": 104, - "alias": "P48", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство замкнутости по объединению", - "term_resolved": "свойство замкнутости по объединению", - "term_forms": [], - "definition_formal": "[σ∈ℬℬ(R1)] ∀α,β∈σ α∪β∈σ", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 693, - "fields": { - "schema": 34, - "order": 105, - "alias": "P49", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство замкнутости по пересечению", - "term_resolved": "свойство замкнутости по пересечению", - "term_forms": [], - "definition_formal": "[σ∈ℬℬ(R1)] ∀α,β∈σ α∩β∈σ", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 694, - "fields": { - "schema": 34, - "order": 106, - "alias": "P50", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство замкнутости по надмножеству", - "term_resolved": "свойство замкнутости по надмножеству", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬℬ(R1)] ∀ξ∈σ (ξ≠∅ ⇒ ∀δ∈α\\ξ ξ∪{δ}∈σ)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 695, - "fields": { - "schema": 34, - "order": 107, - "alias": "P51", - "cst_type": "predicate", - "convention": "", - "term_raw": "свойство полноты подмножеств", - "term_resolved": "свойство полноты подмножеств", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬℬ(R1)] ∀ξ∈ℬ(α) ¬(ξ∈σ ⇔ α\\ξ∈σ)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 696, - "fields": { - "schema": 34, - "order": 108, - "alias": "P52", - "cst_type": "predicate", - "convention": "", - "term_raw": "разбиение", - "term_resolved": "разбиение", - "term_forms": [], - "definition_formal": "[α∈ℬ(R1), σ∈ℬℬ(R1)] α⊆red(σ) & ∀ξ1,ξ2∈σ (ξ1≠ξ2 ⇒ ξ1∩ξ2=∅)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 697, - "fields": { - "schema": 34, - "order": 109, - "alias": "F47", - "cst_type": "function", - "convention": "", - "term_raw": "множество-пересечение", - "term_resolved": "множество-пересечение", - "term_forms": [], - "definition_formal": "[σ∈ℬℬ(R1)] D{ξ∈red(σ) | ∀β∈σ (ξ∈β)}", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 698, - "fields": { - "schema": 34, - "order": 110, - "alias": "P53", - "cst_type": "predicate", - "convention": "", - "term_raw": "вложенные подмножества", - "term_resolved": "вложенные подмножества", - "term_forms": [], - "definition_formal": "[σ∈ℬℬ(R1)] ∀α,β∈σ (card(α)≤card(β) ⇒ α⊆β)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 699, - "fields": { - "schema": 34, - "order": 111, - "alias": "P54", - "cst_type": "predicate", - "convention": "", - "term_raw": "вложенные подмножества (декларативно)", - "term_resolved": "вложенные подмножества (декларативно)", - "term_forms": [], - "definition_formal": "[σ∈ℬℬ(R1)] ∀γ∈ℬ(σ) (σ≠∅ ⇒ red(σ)∈σ)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 700, - "fields": { - "schema": 35, - "order": 1, - "alias": "X1", - "cst_type": "basic", - "convention": "", - "term_raw": "элементы", - "term_resolved": "элементы", - "term_forms": [], - "definition_formal": "", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 701, - "fields": { - "schema": 35, - "order": 2, - "alias": "S1", - "cst_type": "structure", - "convention": "", - "term_raw": "операция", - "term_resolved": "операция", - "term_forms": [], - "definition_formal": "ℬ((X1×X1)×X1)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 702, - "fields": { - "schema": 35, - "order": 3, - "alias": "F1", - "cst_type": "function", - "convention": "", - "term_raw": "результат операции для данных аргументов", - "term_resolved": "результат операции для данных аргументов", - "term_forms": [], - "definition_formal": "[α∈X1, β∈X1] debool(Pr2(Fi1[{(α,β)}](S1)))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 703, - "fields": { - "schema": 35, - "order": 4, - "alias": "A1", - "cst_type": "axiom", - "convention": "", - "term_raw": "свойство замкнутости", - "term_resolved": "свойство замкнутости", - "term_forms": [], - "definition_formal": "Pr1(S1) = X1×X1 & card(S1) = card(Pr1(S1))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 704, - "fields": { - "schema": 35, - "order": 5, - "alias": "A2", - "cst_type": "axiom", - "convention": "", - "term_raw": "свойство ассоциативности", - "term_resolved": "свойство ассоциативности", - "term_forms": [], - "definition_formal": "∀α,β,γ∈X1 F1[F1[α,β],γ]=F1[α,F1[β,γ]]", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 705, - "fields": { - "schema": 35, - "order": 6, - "alias": "D1", - "cst_type": "term", - "convention": "", - "term_raw": "нейтральные элементы", - "term_resolved": "нейтральные элементы", - "term_forms": [], - "definition_formal": "D{ξ∈X1 | ∀α∈X1 F1[ξ,α]=α}", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 706, - "fields": { - "schema": 35, - "order": 7, - "alias": "A3", - "cst_type": "axiom", - "convention": "", - "term_raw": "существование нейтрального элемента", - "term_resolved": "существование нейтрального элемента", - "term_forms": [], - "definition_formal": "card(D1)>0", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 707, - "fields": { - "schema": 35, - "order": 8, - "alias": "F2", - "cst_type": "function", - "convention": "", - "term_raw": "обратный данному элементу элемент", - "term_resolved": "обратный данному элементу элемент", - "term_forms": [], - "definition_formal": "[αα∈X1] D{αω∈X1 | F1[αα,αω]∈D1 & F1[αω,αα]∈D1}", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 708, - "fields": { - "schema": 35, - "order": 9, - "alias": "D3", - "cst_type": "term", - "convention": "", - "term_raw": "инвариантные элементы", - "term_resolved": "инвариантные элементы", - "term_forms": [], - "definition_formal": "D{ξ∈X1 | ∀α∈X1 F1[ξ,α]=ξ}", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 709, - "fields": { - "schema": 35, - "order": 10, - "alias": "A4", - "cst_type": "axiom", - "convention": "", - "term_raw": "существования всех обратных элементов", - "term_resolved": "существования всех обратных элементов", - "term_forms": [], - "definition_formal": "∀α∈X1 card(F2[α])>0", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 710, - "fields": { - "schema": 35, - "order": 11, - "alias": "D2", - "cst_type": "term", - "convention": "", - "term_raw": "коммутативные совокупности аргументов", - "term_resolved": "коммутативные совокупности аргументов", - "term_forms": [], - "definition_formal": "I{{α, β} | α:∈X1; β:∈X1; α≠β; F1[α,β]=F1[β,α]}", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 711, - "fields": { - "schema": 35, - "order": 12, - "alias": "A5", - "cst_type": "axiom", - "convention": "", - "term_raw": "условие коммутативности", - "term_resolved": "условие коммутативности", - "term_forms": [], - "definition_formal": "∀α,β∈X1 F1[α,β]=F1[β,α]", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 712, - "fields": { - "schema": 35, - "order": 13, - "alias": "A6", - "cst_type": "axiom", - "convention": "", - "term_raw": "условие идемпотентности", - "term_resolved": "условие идемпотентности", - "term_forms": [], - "definition_formal": "∀α∈X1 F1[α,α]=α", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 713, - "fields": { - "schema": 36, - "order": 1, - "alias": "X1", - "cst_type": "basic", - "convention": "", - "term_raw": "элементы", - "term_resolved": "элементы", - "term_forms": [], - "definition_formal": "", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 714, - "fields": { - "schema": 36, - "order": 2, - "alias": "S1", - "cst_type": "structure", - "convention": "", - "term_raw": "операция И", - "term_resolved": "операция И", - "term_forms": [], - "definition_formal": "ℬ((X1×X1)×X1)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 715, - "fields": { - "schema": 36, - "order": 3, - "alias": "S2", - "cst_type": "structure", - "convention": "", - "term_raw": "операция ИЛИ", - "term_resolved": "операция ИЛИ", - "term_forms": [], - "definition_formal": "ℬ((X1×X1)×X1)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 716, - "fields": { - "schema": 36, - "order": 4, - "alias": "S3", - "cst_type": "structure", - "convention": "", - "term_raw": "операция НЕ", - "term_resolved": "операция НЕ", - "term_forms": [], - "definition_formal": "ℬ(X1×X1)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 717, - "fields": { - "schema": 36, - "order": 5, - "alias": "S4", - "cst_type": "structure", - "convention": "", - "term_raw": "значение ИСТИНА", - "term_resolved": "значение ИСТИНА", - "term_forms": [], - "definition_formal": "X1", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 718, - "fields": { - "schema": 36, - "order": 6, - "alias": "S5", - "cst_type": "structure", - "convention": "", - "term_raw": "значение ЛОЖЬ", - "term_resolved": "значение ЛОЖЬ", - "term_forms": [], - "definition_formal": "X1", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 719, - "fields": { - "schema": 36, - "order": 7, - "alias": "F2", - "cst_type": "function", - "convention": "", - "term_raw": "результат операции И для данных аргументов", - "term_resolved": "результат операции И для данных аргументов", - "term_forms": [], - "definition_formal": "[α∈X1, β∈X1] debool(Pr2(Fi1[{(α,β)}](S1)))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 720, - "fields": { - "schema": 36, - "order": 8, - "alias": "F3", - "cst_type": "function", - "convention": "", - "term_raw": "результат операции ИЛИ для данных аргументов", - "term_resolved": "результат операции ИЛИ для данных аргументов", - "term_forms": [], - "definition_formal": "[α∈X1, β∈X1] debool(Pr2(Fi1[{(α,β)}](S2)))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 721, - "fields": { - "schema": 36, - "order": 9, - "alias": "F4", - "cst_type": "function", - "convention": "", - "term_raw": "результат операции НЕ для данного аргумента", - "term_resolved": "результат операции НЕ для данного аргумента", - "term_forms": [], - "definition_formal": "[α∈X1] debool(Pr2(Fi1[{α}](S3)))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 722, - "fields": { - "schema": 36, - "order": 10, - "alias": "P1", - "cst_type": "predicate", - "convention": "", - "term_raw": "прямая однозначность", - "term_resolved": "прямая однозначность", - "term_forms": [], - "definition_formal": "[σ∈ℬ(R1×R2)] ∀α∈Pr1(σ) card(Pr2(Fi1[{α}](σ))) = 1", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 723, - "fields": { - "schema": 36, - "order": 11, - "alias": "P2", - "cst_type": "predicate", - "convention": "", - "term_raw": "идемпотентность", - "term_resolved": "идемпотентность", - "term_forms": [], - "definition_formal": "[σ∈ℬ((R1×R1)×R1)] ∀α∈Pr1(Pr1(σ)) ((α,α),α)∈σ", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 724, - "fields": { - "schema": 36, - "order": 12, - "alias": "P3", - "cst_type": "predicate", - "convention": "", - "term_raw": "коммутативность", - "term_resolved": "коммутативность", - "term_forms": [], - "definition_formal": "[σ∈ℬ((R1×R1)×R1)] ∀((α1,α2),γ)∈σ ((α2,α1),γ)∈σ", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 725, - "fields": { - "schema": 36, - "order": 13, - "alias": "P4", - "cst_type": "predicate", - "convention": "", - "term_raw": "ассоциативность", - "term_resolved": "ассоциативность", - "term_forms": [], - "definition_formal": "[σ∈ℬ((R1×R1)×R1)] \n∀α1,α2,α3∈Pr1(Pr1(σ)) F1[(F1[(α1, α2),σ],α3),σ] = F1[(α1,F1[(α2, α3), σ]),σ]", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 726, - "fields": { - "schema": 36, - "order": 14, - "alias": "P5", - "cst_type": "predicate", - "convention": "", - "term_raw": "поглощение бинарных операций", - "term_resolved": "поглощение бинарных операций", - "term_forms": [], - "definition_formal": "[σ1∈ℬ((R1×R1)×R1), σ2∈ℬ((R1×R1)×R1)] \n∀(α1,α2)∈Pr1(σ1) F1[(F1[(α1, α2),σ1],α1),σ2] = α1", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 727, - "fields": { - "schema": 36, - "order": 15, - "alias": "A1", - "cst_type": "axiom", - "convention": "", - "term_raw": "@{P1|nomn,sing} @{S1|gent,sing}", - "term_resolved": "прямая однозначность операции И", - "term_forms": [], - "definition_formal": "P1[S1]", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 728, - "fields": { - "schema": 36, - "order": 16, - "alias": "A2", - "cst_type": "axiom", - "convention": "", - "term_raw": "@{P1|nomn,sing} @{S2|gent,sing}", - "term_resolved": "прямая однозначность операции ИЛИ", - "term_forms": [], - "definition_formal": "P1[S2]", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 729, - "fields": { - "schema": 36, - "order": 17, - "alias": "A3", - "cst_type": "axiom", - "convention": "", - "term_raw": "@{P2|nomn,sing} @{S1|gent,sing}", - "term_resolved": "идемпотентность операции И", - "term_forms": [], - "definition_formal": "P2[S1]", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 730, - "fields": { - "schema": 36, - "order": 18, - "alias": "A4", - "cst_type": "axiom", - "convention": "", - "term_raw": "@{P2|nomn,sing} @{S2|gent,sing}", - "term_resolved": "идемпотентность операции ИЛИ", - "term_forms": [], - "definition_formal": "P2[S2]", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 731, - "fields": { - "schema": 36, - "order": 19, - "alias": "A5", - "cst_type": "axiom", - "convention": "", - "term_raw": "@{P3|nomn,sing} @{S1|gent,sing}", - "term_resolved": "коммутативность операции И", - "term_forms": [], - "definition_formal": "P3[S1]", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 732, - "fields": { - "schema": 36, - "order": 20, - "alias": "A6", - "cst_type": "axiom", - "convention": "", - "term_raw": "@{P3|nomn,sing} @{S2|gent,sing}", - "term_resolved": "коммутативность операции ИЛИ", - "term_forms": [], - "definition_formal": "P3[S2]", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 733, - "fields": { - "schema": 36, - "order": 21, - "alias": "A7", - "cst_type": "axiom", - "convention": "", - "term_raw": "@{P4|nomn,sing} @{S1|gent,sing}", - "term_resolved": "ассоциативность операции И", - "term_forms": [], - "definition_formal": "P4[S1]", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 734, - "fields": { - "schema": 36, - "order": 22, - "alias": "A8", - "cst_type": "axiom", - "convention": "", - "term_raw": "@{P4|nomn,sing} @{S2|gent,sing}", - "term_resolved": "ассоциативность операции ИЛИ", - "term_forms": [], - "definition_formal": "P4[S2]", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 735, - "fields": { - "schema": 36, - "order": 23, - "alias": "A9", - "cst_type": "axiom", - "convention": "", - "term_raw": "поглощение @{S1|gent,sing} @{S2|ablt,sing}", - "term_resolved": "поглощение операции И операцией ИЛИ", - "term_forms": [], - "definition_formal": "P5[S1,S2]", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 736, - "fields": { - "schema": 36, - "order": 24, - "alias": "A10", - "cst_type": "axiom", - "convention": "", - "term_raw": "поглощение @{S2|gent,sing} @{S1|ablt,sing}", - "term_resolved": "поглощение операции ИЛИ операцией И", - "term_forms": [], - "definition_formal": "P5[S2,S1]", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 737, - "fields": { - "schema": 37, - "order": 1, - "alias": "X1", - "cst_type": "basic", - "convention": "Различимые в предметной области люди", - "term_raw": "индивиды", - "term_resolved": "индивиды", - "term_forms": [], - "definition_formal": "", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 738, - "fields": { - "schema": 37, - "order": 2, - "alias": "S1", - "cst_type": "structure", - "convention": "Пол человека устанавливается в соответствии с документами", - "term_raw": "мужчины", - "term_resolved": "мужчины", - "term_forms": [], - "definition_formal": "ℬ(X1)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 739, - "fields": { - "schema": 37, - "order": 3, - "alias": "S2", - "cst_type": "structure", - "convention": "Пол человека устанавливается в соответствии с документами", - "term_raw": "женщины", - "term_resolved": "женщины", - "term_forms": [], - "definition_formal": "ℬ(X1)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 740, - "fields": { - "schema": 37, - "order": 4, - "alias": "A1", - "cst_type": "axiom", - "convention": "", - "term_raw": "условие разбиения индивидов на @{S1|gent,plur} и @{S2|gent,plur}", - "term_resolved": "условие разбиения индивидов на мужчин и женщин", - "term_forms": [], - "definition_formal": "S1∪S2=X1 & S1∩S2=∅", - "definition_raw": "каждый индивид является либо мужчиной либо женщиной", - "definition_resolved": "каждый индивид является либо мужчиной либо женщиной" - } - }, - { - "model": "rsform.constituenta", - "pk": 741, - "fields": { - "schema": 37, - "order": 5, - "alias": "S3", - "cst_type": "structure", - "convention": "устанавливается на основе документов, подтверждающих факт рождения или паспорта родителя", - "term_raw": "отношение @{D2|nomn,sing} - @{D1|nomn,sing}", - "term_resolved": "отношение родитель - ребёнок", - "term_forms": [ - { - "tags": "sing,ablt", - "text": "отношением родитель - ребёнок" - }, - { - "tags": "sing,accs", - "text": "отношение родитель - ребёнок" - }, - { - "tags": "sing,datv", - "text": "отношению родитель - ребёнок" - }, - { - "tags": "sing,gent", - "text": "отношения родитель - ребёнок" - }, - { - "tags": "sing,nomn", - "text": "отношение родитель - ребёнок" - }, - { - "tags": "sing,loct", - "text": "отношение родителе - ребёнок" - }, - { - "tags": "plur,nomn", - "text": "отношение родители - ребёнок" - }, - { - "tags": "plur,gent", - "text": "отношение родителей - ребёнок" - }, - { - "tags": "plur,datv", - "text": "отношение родителям - ребёнок" - }, - { - "tags": "plur,accs", - "text": "отношение родителей - ребёнок" - }, - { - "tags": "plur,ablt", - "text": "отношение родителями - ребёнок" - }, - { - "tags": "plur,loct", - "text": "отношение родителях - ребёнок" - } - ], - "definition_formal": "ℬ(X1×X1)", - "definition_raw": "множество пар: @{D2|nomn,sing} и его @{D1|nomn,sing}", - "definition_resolved": "множество пар: родитель и его ребёнок" - } - }, - { - "model": "rsform.constituenta", - "pk": 742, - "fields": { - "schema": 37, - "order": 6, - "alias": "D1", - "cst_type": "term", - "convention": "", - "term_raw": "дети", - "term_resolved": "дети", - "term_forms": [], - "definition_formal": "Pr2(S3)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 743, - "fields": { - "schema": 37, - "order": 7, - "alias": "D2", - "cst_type": "term", - "convention": "", - "term_raw": "родители", - "term_resolved": "родители", - "term_forms": [], - "definition_formal": "Pr1(S3)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 744, - "fields": { - "schema": 37, - "order": 8, - "alias": "F1", - "cst_type": "function", - "convention": "", - "term_raw": "@{D2|nomn,plur} @{X1|sing,gent}", - "term_resolved": "родители индивида", - "term_forms": [], - "definition_formal": "[α∈X1] Pr1(Fi2[{α}](S3))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 745, - "fields": { - "schema": 37, - "order": 9, - "alias": "F2", - "cst_type": "function", - "convention": "", - "term_raw": "@{D2|nomn,plur} группы @{X1|gent,plur}", - "term_resolved": "родители группы индивидов", - "term_forms": [], - "definition_formal": "[α∈ℬ(X1)] Pr1(Fi2[α](S3))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 746, - "fields": { - "schema": 37, - "order": 10, - "alias": "F3", - "cst_type": "function", - "convention": "", - "term_raw": "@{D1|nomn,plur} @{X1|gent,sing}", - "term_resolved": "дети индивида", - "term_forms": [], - "definition_formal": "[α∈X1] Pr2(Fi1[{α}](S3))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 747, - "fields": { - "schema": 37, - "order": 11, - "alias": "F4", - "cst_type": "function", - "convention": "", - "term_raw": "@{D1|nomn,plur} группы @{X1|gent,plur}", - "term_resolved": "дети группы индивидов", - "term_forms": [], - "definition_formal": "[α∈ℬ(X1)] Pr2(Fi1[α](S3))", - "definition_raw": "совокупность @{D1|plur,gent}, одним из родителей которых является индивиди из данной группы индивидов", - "definition_resolved": "совокупность детей, одним из родителей которых является индивиди из данной группы индивидов" - } - }, - { - "model": "rsform.constituenta", - "pk": 748, - "fields": { - "schema": 37, - "order": 12, - "alias": "F5", - "cst_type": "function", - "convention": "", - "term_raw": "сиблинги", - "term_resolved": "сиблинги", - "term_forms": [ - { - "tags": "plur,gent", - "text": "сиблингов" - } - ], - "definition_formal": "[α∈X1] Pr2(Fi1[F1[α]](S3))\\{α}", - "definition_raw": "@{D1|plur,nomn} @{D2|plur,gent} данного @{X1|sing,gent} за исключением его самого", - "definition_resolved": "дети родителей данного индивида за исключением его самого" - } - }, - { - "model": "rsform.constituenta", - "pk": 749, - "fields": { - "schema": 37, - "order": 13, - "alias": "F6", - "cst_type": "function", - "convention": "", - "term_raw": "@{F5|nomn,plur} группы @{X1|gent,plur}", - "term_resolved": "сиблинги группы индивидов", - "term_forms": [], - "definition_formal": "[α∈ℬ(X1)] Pr2(Fi1[F2[α]](S3))\\α", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 750, - "fields": { - "schema": 37, - "order": 14, - "alias": "F7", - "cst_type": "function", - "convention": "", - "term_raw": "прадети", - "term_resolved": "прадети", - "term_forms": [], - "definition_formal": "[α∈X1] F4[F3[α]]", - "definition_raw": "@{D1|nomn,plur} @{F3|gent,plur}", - "definition_resolved": "дети детей индивида" - } - }, - { - "model": "rsform.constituenta", - "pk": 751, - "fields": { - "schema": 37, - "order": 15, - "alias": "F8", - "cst_type": "function", - "convention": "", - "term_raw": "прародители", - "term_resolved": "прародители", - "term_forms": [], - "definition_formal": "[α∈X1] F2[F1[α]]", - "definition_raw": "@{D2|nomn,plur} @{D2|gent,plur} данного @{X1|sing,gent}", - "definition_resolved": "родители родителей данного индивида" - } - }, - { - "model": "rsform.constituenta", - "pk": 752, - "fields": { - "schema": 37, - "order": 16, - "alias": "S4", - "cst_type": "structure", - "convention": "действующие браки", - "term_raw": "браки", - "term_resolved": "браки", - "term_forms": [], - "definition_formal": "ℬ(S1×S2)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 753, - "fields": { - "schema": 37, - "order": 17, - "alias": "D3", - "cst_type": "term", - "convention": "", - "term_raw": "мужья", - "term_resolved": "мужья", - "term_forms": [], - "definition_formal": "Pr1(S4)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 754, - "fields": { - "schema": 37, - "order": 18, - "alias": "D4", - "cst_type": "term", - "convention": "", - "term_raw": "жены", - "term_resolved": "жены", - "term_forms": [], - "definition_formal": "Pr2(S4)", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 755, - "fields": { - "schema": 37, - "order": 19, - "alias": "D5", - "cst_type": "term", - "convention": "", - "term_raw": "супруги", - "term_resolved": "супруги", - "term_forms": [], - "definition_formal": "Pr1(S4)∪Pr2(S4)", - "definition_raw": "множество множеств @{X1|gent,plur}, состоящих в @{S4|loct,sing}", - "definition_resolved": "множество множеств индивидов, состоящих в браке" - } - }, - { - "model": "rsform.constituenta", - "pk": 756, - "fields": { - "schema": 37, - "order": 20, - "alias": "A2", - "cst_type": "axiom", - "convention": "", - "term_raw": "единственность @{S4|gent,plur}", - "term_resolved": "единственность браков", - "term_forms": [], - "definition_formal": "card(S4)=card(D3) & card(S4)=card(D4)", - "definition_raw": "каждый @{X1|nomn,sing} может состоять только в одном @{S4|loct,sing}", - "definition_resolved": "каждый индивид может состоять только в одном браке" - } - }, - { - "model": "rsform.constituenta", - "pk": 757, - "fields": { - "schema": 37, - "order": 21, - "alias": "F9", - "cst_type": "function", - "convention": "", - "term_raw": "@{D3|nomn,sing} @{D4|gent,sing}", - "term_resolved": "муж жены", - "term_forms": [], - "definition_formal": "[α∈D4] debool(F11[{α}])", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 758, - "fields": { - "schema": 37, - "order": 22, - "alias": "F10", - "cst_type": "function", - "convention": "", - "term_raw": "@{D4|nomn,sing} @{D3|gent,sing}", - "term_resolved": "жена мужа", - "term_forms": [], - "definition_formal": "[α∈D3] debool(F12[{α}])", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 759, - "fields": { - "schema": 37, - "order": 23, - "alias": "F11", - "cst_type": "function", - "convention": "", - "term_raw": "@{D3|nomn,plur} группы @{X1|gent,plur}", - "term_resolved": "мужья группы индивидов", - "term_forms": [], - "definition_formal": "[α∈ℬ(X1)] Pr1(Fi2[α](S4))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 760, - "fields": { - "schema": 37, - "order": 24, - "alias": "F12", - "cst_type": "function", - "convention": "", - "term_raw": "@{D4|nomn,plur} группы @{X1|gent,plur}", - "term_resolved": "жены группы индивидов", - "term_forms": [], - "definition_formal": "[α∈ℬ(X1)] Pr2(Fi1[α](S4))", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 761, - "fields": { - "schema": 37, - "order": 25, - "alias": "F13", - "cst_type": "function", - "convention": "", - "term_raw": "@{D5|nomn,plur} группы @{X1|gent,plur}", - "term_resolved": "супруги группы индивидов", - "term_forms": [], - "definition_formal": "[α∈ℬ(X1)] F11[α]∪F12[α]", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 762, - "fields": { - "schema": 37, - "order": 26, - "alias": "F14", - "cst_type": "function", - "convention": "", - "term_raw": "потомки", - "term_resolved": "потомки", - "term_forms": [], - "definition_formal": "[α∈X1] R{ξ:=F3[α] | ξ∪F4[ξ]}", - "definition_raw": "@{D1|nomn,plur} данного @{X1|sing,gent} или @{D1|nomn,plur} его @{F14|gent,plur}", - "definition_resolved": "дети данного индивида или дети его потомков" - } - }, - { - "model": "rsform.constituenta", - "pk": 763, - "fields": { - "schema": 37, - "order": 27, - "alias": "F15", - "cst_type": "function", - "convention": "", - "term_raw": "@{F14|nomn,plur} данной группы @{X1|gent,plur}", - "term_resolved": "потомки данной группы индивидов", - "term_forms": [], - "definition_formal": "[α∈ℬ(X1)] R{ξ:=F4[α] | ξ∪F4[ξ]}", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 764, - "fields": { - "schema": 37, - "order": 28, - "alias": "A3", - "cst_type": "axiom", - "convention": "", - "term_raw": "ацикличность @{S3|sing,gent}", - "term_resolved": "ацикличность отношение родителя - ребёнок", - "term_forms": [], - "definition_formal": "∀ξ∈X1 ξ∉F14[ξ]", - "definition_raw": "@{X1|sing,nomn} не может быть своим @{F14|sing,ablt}", - "definition_resolved": "индивид не может быть своим потомком" - } - }, - { - "model": "rsform.constituenta", - "pk": 765, - "fields": { - "schema": 37, - "order": 29, - "alias": "D6", - "cst_type": "term", - "convention": "", - "term_raw": "отцы", - "term_resolved": "отцы", - "term_forms": [], - "definition_formal": "D2∩S1", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 766, - "fields": { - "schema": 37, - "order": 30, - "alias": "D7", - "cst_type": "term", - "convention": "", - "term_raw": "матери", - "term_resolved": "матери", - "term_forms": [ - { - "tags": "sing,nomn", - "text": "мать" - } - ], - "definition_formal": "D2∩S2", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 767, - "fields": { - "schema": 37, - "order": 31, - "alias": "F16", - "cst_type": "function", - "convention": "", - "term_raw": "@{D6|nomn,plur} группы @{X1|gent,plur}", - "term_resolved": "отцы группы индивидов", - "term_forms": [], - "definition_formal": "[α∈ℬ(X1)] F2[α]∩S1", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 768, - "fields": { - "schema": 37, - "order": 32, - "alias": "F17", - "cst_type": "function", - "convention": "", - "term_raw": "@{D6|nomn,plur} @{X1|sing,gent}", - "term_resolved": "отцы индивида", - "term_forms": [], - "definition_formal": "[α∈X1] F1[α]∩S1", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 769, - "fields": { - "schema": 37, - "order": 33, - "alias": "F18", - "cst_type": "function", - "convention": "", - "term_raw": "@{D7|nomn,plur} @{X1|gent,sing}", - "term_resolved": "матери индивида", - "term_forms": [], - "definition_formal": "[α∈X1] F1[α]∩S2", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 770, - "fields": { - "schema": 37, - "order": 34, - "alias": "F19", - "cst_type": "function", - "convention": "", - "term_raw": "@{D7|nomn,plur} группы @{X1|gent,plur}", - "term_resolved": "матери группы индивидов", - "term_forms": [], - "definition_formal": "[α∈ℬ(X1)] F2[α]∩S2", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 771, - "fields": { - "schema": 37, - "order": 35, - "alias": "D8", - "cst_type": "term", - "convention": "", - "term_raw": "сироты", - "term_resolved": "сироты", - "term_forms": [], - "definition_formal": "X1\\D1", - "definition_raw": "@{X1|plur,nomn}, не имеющие являющиеся @{D1|plur,ablt}", - "definition_resolved": "индивиды, не имеющие являющиеся детьми" - } - }, - { - "model": "rsform.constituenta", - "pk": 772, - "fields": { - "schema": 37, - "order": 36, - "alias": "A4", - "cst_type": "axiom", - "convention": "", - "term_raw": "ограничение @{D2|plur,gent}", - "term_resolved": "ограничение родителей", - "term_forms": [], - "definition_formal": "∀α∈X1 (card(F17[α])≤1 & card(F18[α])≤1)", - "definition_raw": "у @{D1|sing,gent} может быть максимум один @{D6|sing,nomn} и одна @{D7|sing,nomn}", - "definition_resolved": "у ребёнка может быть максимум один отец и одна мать" - } - }, - { - "model": "rsform.constituenta", - "pk": 773, - "fields": { - "schema": 37, - "order": 37, - "alias": "F20", - "cst_type": "function", - "convention": "", - "term_raw": "сыновья", - "term_resolved": "сыновья", - "term_forms": [ - { - "tags": "plur,gent", - "text": "сыновей" - } - ], - "definition_formal": "[α∈X1] F3[α]∩S1", - "definition_raw": "@{D1|plur,nomn} данного @{X1|sing,gent}, являющиеся @{S1|plur,ablt}", - "definition_resolved": "дети данного индивида, являющиеся мужчинами" - } - }, - { - "model": "rsform.constituenta", - "pk": 774, - "fields": { - "schema": 37, - "order": 38, - "alias": "F21", - "cst_type": "function", - "convention": "", - "term_raw": "@{F20|nomn,plur} группы @{X1|gent,plur}", - "term_resolved": "сыновья группы индивидов", - "term_forms": [], - "definition_formal": "[α∈ℬ(X1)] F4[α]∩S1", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 775, - "fields": { - "schema": 37, - "order": 39, - "alias": "F22", - "cst_type": "function", - "convention": "", - "term_raw": "дочери", - "term_resolved": "дочери", - "term_forms": [], - "definition_formal": "[α∈X1] F3[α]∩S2", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 776, - "fields": { - "schema": 37, - "order": 40, - "alias": "F23", - "cst_type": "function", - "convention": "", - "term_raw": "@{F22|nomn,plur} группы @{X1|gent,plur}", - "term_resolved": "дочери группы индивидов", - "term_forms": [], - "definition_formal": "[α∈ℬ(X1)] F4[α]∩S2", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 777, - "fields": { - "schema": 37, - "order": 41, - "alias": "F24", - "cst_type": "function", - "convention": "", - "term_raw": "внуки", - "term_resolved": "внуки", - "term_forms": [], - "definition_formal": "[α∈X1] F21[F3[α]]", - "definition_raw": "@{F20|nomn,plur} @{D1|gent,plur}", - "definition_resolved": "сыновья детей" - } - }, - { - "model": "rsform.constituenta", - "pk": 778, - "fields": { - "schema": 37, - "order": 42, - "alias": "F25", - "cst_type": "function", - "convention": "", - "term_raw": "внучки", - "term_resolved": "внучки", - "term_forms": [], - "definition_formal": "[α∈X1] F23[F3[α]]", - "definition_raw": "@{F22|nomn,plur} @{D1|gent,plur}", - "definition_resolved": "дочери детей" - } - }, - { - "model": "rsform.constituenta", - "pk": 779, - "fields": { - "schema": 37, - "order": 43, - "alias": "F26", - "cst_type": "function", - "convention": "", - "term_raw": "дедушки", - "term_resolved": "дедушки", - "term_forms": [], - "definition_formal": "[α∈X1] F16[F1[α]]", - "definition_raw": "@{D6|nomn,plur} @{D2|gent,plur}", - "definition_resolved": "отцы родителей" - } - }, - { - "model": "rsform.constituenta", - "pk": 780, - "fields": { - "schema": 37, - "order": 44, - "alias": "F27", - "cst_type": "function", - "convention": "", - "term_raw": "бабушки", - "term_resolved": "бабушки", - "term_forms": [], - "definition_formal": "[α∈X1] F19[F1[α]]", - "definition_raw": "@{D7|nomn,plur} @{D2|gent,plur}", - "definition_resolved": "матери родителей" - } - }, - { - "model": "rsform.constituenta", - "pk": 781, - "fields": { - "schema": 37, - "order": 45, - "alias": "F28", - "cst_type": "function", - "convention": "", - "term_raw": "братья", - "term_resolved": "братья", - "term_forms": [ - { - "tags": "plur,gent", - "text": "братьев" - } - ], - "definition_formal": "[α∈X1] F5[α]∩S1", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 782, - "fields": { - "schema": 37, - "order": 46, - "alias": "F29", - "cst_type": "function", - "convention": "", - "term_raw": "@{F28|nomn,plur} группы @{X1|gent,plur}", - "term_resolved": "братья группы индивидов", - "term_forms": [], - "definition_formal": "[α∈ℬ(X1)] F6[α]∩S1", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 783, - "fields": { - "schema": 37, - "order": 47, - "alias": "F30", - "cst_type": "function", - "convention": "", - "term_raw": "сёстры", - "term_resolved": "сёстры", - "term_forms": [], - "definition_formal": "[α∈X1] F5[α]∩S2", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 784, - "fields": { - "schema": 37, - "order": 48, - "alias": "F31", - "cst_type": "function", - "convention": "", - "term_raw": "@{F30|nomn,plur} группы @{X1|gent,plur}", - "term_resolved": "сёстры группы индивидов", - "term_forms": [], - "definition_formal": "[α∈ℬ(X1)] F6[α]∩S2", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 785, - "fields": { - "schema": 37, - "order": 49, - "alias": "F32", - "cst_type": "function", - "convention": "", - "term_raw": "полнородные @{F5|nomn,plur}", - "term_resolved": "полнородные сиблинги", - "term_forms": [], - "definition_formal": "[α∈X1] D{ξ∈F5[α] | F1[α]=F1[ξ] }", - "definition_raw": "@{F5|plur,nomn} данного @{X1|sing,gent}, @{D2|plur,nomn} которых полностью совпадают с его @{D2|plur,gent}", - "definition_resolved": "сиблинги данного индивида, родители которых полностью совпадают с его родителей" - } - }, - { - "model": "rsform.constituenta", - "pk": 786, - "fields": { - "schema": 37, - "order": 50, - "alias": "F33", - "cst_type": "function", - "convention": "", - "term_raw": "полнородные @{F28|nomn,plur} @{X1|gent,sing}", - "term_resolved": "полнородные братья индивида", - "term_forms": [], - "definition_formal": "[α∈X1] F32[α]∩S1", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 787, - "fields": { - "schema": 37, - "order": 51, - "alias": "F34", - "cst_type": "function", - "convention": "", - "term_raw": "полнородные @{F30|nomn,plur} @{X1|gent,sing}", - "term_resolved": "полнородные сёстры индивида", - "term_forms": [], - "definition_formal": "[α∈X1] F32[α]∩S2", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 788, - "fields": { - "schema": 37, - "order": 52, - "alias": "F35", - "cst_type": "function", - "convention": "", - "term_raw": "единокровные @{F5|nomn,plur}", - "term_resolved": "единокровные сиблинги", - "term_forms": [], - "definition_formal": "[α∈X1] D{ξ∈F5[α] | F17[α]=F17[ξ] & F18[α]≠F18[ξ] }", - "definition_raw": "@{F5|nomn,plur}, у которых @{1|общий} @{D6|nomn,sing}, но разные @{D7|nomn,plur}", - "definition_resolved": "сиблинги, у которых общий отец, но разные матери" - } - }, - { - "model": "rsform.constituenta", - "pk": 789, - "fields": { - "schema": 37, - "order": 53, - "alias": "F36", - "cst_type": "function", - "convention": "", - "term_raw": "единокровные @{F28|nomn,plur}", - "term_resolved": "единокровные братья", - "term_forms": [], - "definition_formal": "[α∈X1] F35[α]∩S1", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 790, - "fields": { - "schema": 37, - "order": 54, - "alias": "F37", - "cst_type": "function", - "convention": "", - "term_raw": "единокровные @{F30|nomn,plur}", - "term_resolved": "единокровные сёстры", - "term_forms": [], - "definition_formal": "[α∈X1] F35[α]∩S2", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 791, - "fields": { - "schema": 37, - "order": 55, - "alias": "F38", - "cst_type": "function", - "convention": "", - "term_raw": "единоутробные @{F5|nomn,plur}", - "term_resolved": "единоутробные сиблинги", - "term_forms": [], - "definition_formal": "[α∈X1] D{ξ∈F5[α] | F17[α]≠F17[ξ] & F18[α]=F18[ξ] }", - "definition_raw": "@{F5|nomn,plur}, у которых @{1|общий} @{D7|nomn,sing}, но разные @{D6|nomn,plur}", - "definition_resolved": "сиблинги, у которых общая мать, но разные отцы" - } - }, - { - "model": "rsform.constituenta", - "pk": 792, - "fields": { - "schema": 37, - "order": 56, - "alias": "F39", - "cst_type": "function", - "convention": "", - "term_raw": "единоутробные @{F28|nomn,plur}", - "term_resolved": "единоутробные братья", - "term_forms": [], - "definition_formal": "[α∈X1] F38[α]∩F28[α]", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 793, - "fields": { - "schema": 37, - "order": 57, - "alias": "F40", - "cst_type": "function", - "convention": "", - "term_raw": "единоутробные @{F30|nomn,plur}", - "term_resolved": "единоутробные сёстры", - "term_forms": [], - "definition_formal": "[α∈X1] F38[α]∩F30[α]", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 794, - "fields": { - "schema": 37, - "order": 58, - "alias": "F41", - "cst_type": "function", - "convention": "", - "term_raw": "двоюродные @{F5|nomn,plur}", - "term_resolved": "двоюродные сиблинги", - "term_forms": [ - { - "tags": "plur,gent", - "text": "двоюродных сиблингов" - } - ], - "definition_formal": "[α∈X1] F15[F6[F1[α]]]", - "definition_raw": "@{D1|nomn,plur} @{F5|gent,plur} @{D2|gent,plur}", - "definition_resolved": "дети сиблингов родителей" - } - }, - { - "model": "rsform.constituenta", - "pk": 795, - "fields": { - "schema": 37, - "order": 59, - "alias": "F42", - "cst_type": "function", - "convention": "", - "term_raw": "@{F41|nomn,plur} группы @{X1|gent,plur}", - "term_resolved": "двоюродные сиблинги группы индивидов", - "term_forms": [], - "definition_formal": "[α∈ℬ(X1)] F15[F6[F2[α]]]", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 796, - "fields": { - "schema": 37, - "order": 60, - "alias": "F43", - "cst_type": "function", - "convention": "", - "term_raw": "@{F41|nomn,plur} по @{D6|datv,sing}", - "term_resolved": "двоюродные сиблинги по отцу", - "term_forms": [], - "definition_formal": "[α∈X1] F15[F6[F17[α]]]", - "definition_raw": "@{D1|nomn,plur} @{F5|gent,plur} @{D6|gent,sing}", - "definition_resolved": "дети сиблингов отца" - } - }, - { - "model": "rsform.constituenta", - "pk": 797, - "fields": { - "schema": 37, - "order": 61, - "alias": "F44", - "cst_type": "function", - "convention": "", - "term_raw": "@{F41|nomn,plur} по @{D7|datv,sing}", - "term_resolved": "двоюродные сиблинги по матери", - "term_forms": [], - "definition_formal": "[α∈X1] F15[F6[F18[α]]]", - "definition_raw": "@{D1|nomn,plur} @{F5|gent,plur} @{D7|gent,sing}", - "definition_resolved": "дети сиблингов матери" - } - }, - { - "model": "rsform.constituenta", - "pk": 798, - "fields": { - "schema": 37, - "order": 62, - "alias": "F45", - "cst_type": "function", - "convention": "", - "term_raw": "двоюродные @{F28|nomn,plur}", - "term_resolved": "двоюродные братья", - "term_forms": [], - "definition_formal": "[α∈X1] F21[F6[F1[α]]]", - "definition_raw": "@{F20|nomn,plur} @{F5|gent,plur} @{D2|gent,plur}", - "definition_resolved": "сыновья сиблингов родителей" - } - }, - { - "model": "rsform.constituenta", - "pk": 799, - "fields": { - "schema": 37, - "order": 63, - "alias": "F46", - "cst_type": "function", - "convention": "", - "term_raw": "@{F45|nomn,plur} группы @{X1|gent,plur}", - "term_resolved": "двоюродные братья группы индивидов", - "term_forms": [], - "definition_formal": "[α∈ℬ(X1)] F21[F6[F2[α]]]", - "definition_raw": "", - "definition_resolved": "" - } - }, - { - "model": "rsform.constituenta", - "pk": 800, - "fields": { - "schema": 37, - "order": 64, - "alias": "F47", - "cst_type": "function", - "convention": "", - "term_raw": "двоюродные @{F30|nomn,plur}", - "term_resolved": "двоюродные сёстры", - "term_forms": [], - "definition_formal": "[α∈X1] F23[F6[F1[α]]]", - "definition_raw": "@{F41|nomn,plur}, являющиеся @{S2|ablt,plur}", - "definition_resolved": "двоюродные сиблинги, являющиеся женщинами" - } - }, - { - "model": "rsform.constituenta", - "pk": 801, - "fields": { - "schema": 37, - "order": 65, - "alias": "F48", - "cst_type": "function", - "convention": "", - "term_raw": "@{F47|nomn,plur} группы @{X1|gent,plur}", - "term_resolved": "двоюродные сёстры группы индивидов", - "term_forms": [], - "definition_formal": "[α∈ℬ(X1)] F23[F6[F2[α]]]", - "definition_raw": "@{F22|nomn,plur} @{F5|gent,plur} @{D2|gent,plur}", - "definition_resolved": "дочери сиблингов родителей" - } - }, - { - "model": "rsform.constituenta", - "pk": 802, - "fields": { - "schema": 37, - "order": 66, - "alias": "F49", - "cst_type": "function", - "convention": "", - "term_raw": "стрыйчичи", - "term_resolved": "стрыйчичи", - "term_forms": [], - "definition_formal": "[α∈X1] F45[α]∩F43[α]", - "definition_raw": "@{F45|nomn,plur} по @{D6|datv,sing}", - "definition_resolved": "двоюродные братья по отцу" - } - }, - { - "model": "rsform.constituenta", - "pk": 803, - "fields": { - "schema": 37, - "order": 67, - "alias": "F50", - "cst_type": "function", - "convention": "", - "term_raw": "стрыечки", - "term_resolved": "стрыечки", - "term_forms": [], - "definition_formal": "[α∈X1] F47[α]∩F43[α]", - "definition_raw": "@{F47|nomn,plur} по @{D6|datv,sing}", - "definition_resolved": "двоюродные сёстры по отцу" - } - }, - { - "model": "rsform.constituenta", - "pk": 804, - "fields": { - "schema": 37, - "order": 68, - "alias": "F51", - "cst_type": "function", - "convention": "", - "term_raw": "уйчичи", - "term_resolved": "уйчичи", - "term_forms": [], - "definition_formal": "[α∈X1] F45[α]∩F44[α]", - "definition_raw": "@{F45|nomn,plur} по @{D7|datv,sing}", - "definition_resolved": "двоюродные братья по матери" - } - }, - { - "model": "rsform.constituenta", - "pk": 805, - "fields": { - "schema": 37, - "order": 69, - "alias": "F52", - "cst_type": "function", - "convention": "", - "term_raw": "дяди", - "term_resolved": "дяди", - "term_forms": [], - "definition_formal": "[α∈X1] F29[F1[α]]", - "definition_raw": "@{F28|nomn,plur} @{D2|gent,plur}", - "definition_resolved": "братья родителей" - } - }, - { - "model": "rsform.constituenta", - "pk": 806, - "fields": { - "schema": 37, - "order": 70, - "alias": "F53", - "cst_type": "function", - "convention": "", - "term_raw": "стрыи", - "term_resolved": "стрыи", - "term_forms": [], - "definition_formal": "[α∈D1] F29[F17[α]]", - "definition_raw": "@{F28|nomn,plur} @{D6|gent,sing}", - "definition_resolved": "братья отца" - } - }, - { - "model": "rsform.constituenta", - "pk": 807, - "fields": { - "schema": 37, - "order": 71, - "alias": "F54", - "cst_type": "function", - "convention": "", - "term_raw": "вуи", - "term_resolved": "вуи", - "term_forms": [ - { - "tags": "sing,nomn", - "text": "вуй" - }, - { - "tags": "sing,gent", - "text": "вуя" - }, - { - "tags": "sing,datv", - "text": "вую" - }, - { - "tags": "plur,gent", - "text": "вуёв" - } - ], - "definition_formal": "[α∈D1] F29[F18[α]]", - "definition_raw": "@{F28|nomn,plur} @{D7|gent,sing}", - "definition_resolved": "братья матери" - } - }, - { - "model": "rsform.constituenta", - "pk": 808, - "fields": { - "schema": 37, - "order": 72, - "alias": "F55", - "cst_type": "function", - "convention": "", - "term_raw": "тёти", - "term_resolved": "тёти", - "term_forms": [], - "definition_formal": "[α∈X1] F31[F1[α]]", - "definition_raw": "@{F30|nomn,plur} @{D2|gent,plur}", - "definition_resolved": "сёстры родителей" - } - }, - { - "model": "rsform.constituenta", - "pk": 809, - "fields": { - "schema": 37, - "order": 73, - "alias": "F56", - "cst_type": "function", - "convention": "", - "term_raw": "стрыйны", - "term_resolved": "стрыйны", - "term_forms": [], - "definition_formal": "[α∈D1] F31[F17[α]]", - "definition_raw": "@{F30|nomn,plur} @{D6|gent,sing}", - "definition_resolved": "сёстры отца" - } - }, - { - "model": "rsform.constituenta", - "pk": 810, - "fields": { - "schema": 37, - "order": 74, - "alias": "F57", - "cst_type": "function", - "convention": "", - "term_raw": "вуйны", - "term_resolved": "вуйны", - "term_forms": [], - "definition_formal": "[α∈D1] F31[F18[α]]", - "definition_raw": "@{F30|nomn,plur} @{D7|gent,sing}", - "definition_resolved": "сёстры матери" - } - }, - { - "model": "rsform.constituenta", - "pk": 811, - "fields": { - "schema": 37, - "order": 75, - "alias": "F58", - "cst_type": "function", - "convention": "", - "term_raw": "племянники", - "term_resolved": "племянники", - "term_forms": [], - "definition_formal": "[α∈X1] F21[F5[α]]", - "definition_raw": "@{F20|nomn,plur} @{F5|gent,plur}", - "definition_resolved": "сыновья сиблингов" - } - }, - { - "model": "rsform.constituenta", - "pk": 812, - "fields": { - "schema": 37, - "order": 76, - "alias": "F59", - "cst_type": "function", - "convention": "", - "term_raw": "братычи", - "term_resolved": "братычи", - "term_forms": [], - "definition_formal": "[α∈X1] F21[F28[α]]", - "definition_raw": "@{F20|nomn,plur} @{F28|gent,plur}", - "definition_resolved": "сыновья братьев" - } - }, - { - "model": "rsform.constituenta", - "pk": 813, - "fields": { - "schema": 37, - "order": 77, - "alias": "F60", - "cst_type": "function", - "convention": "", - "term_raw": "сестричи", - "term_resolved": "сестричи", - "term_forms": [], - "definition_formal": "[α∈X1] F21[F30[α]]", - "definition_raw": "@{F20|nomn,plur} @{F30|gent,plur}", - "definition_resolved": "сыновья сестёр" - } - }, - { - "model": "rsform.constituenta", - "pk": 814, - "fields": { - "schema": 37, - "order": 78, - "alias": "F61", - "cst_type": "function", - "convention": "", - "term_raw": "племянницы", - "term_resolved": "племянницы", - "term_forms": [], - "definition_formal": "[α∈X1] F23[F5[α]]", - "definition_raw": "@{F22|gent,sing} @{F5|gent,plur}", - "definition_resolved": "дочери сиблингов" - } - }, - { - "model": "rsform.constituenta", - "pk": 815, - "fields": { - "schema": 37, - "order": 79, - "alias": "F62", - "cst_type": "function", - "convention": "", - "term_raw": "братанины", - "term_resolved": "братанины", - "term_forms": [], - "definition_formal": "[α∈X1] F23[F28[α]]", - "definition_raw": "@{F22|gent,sing} @{F28|gent,plur}", - "definition_resolved": "дочери братьев" - } - }, - { - "model": "rsform.constituenta", - "pk": 816, - "fields": { - "schema": 37, - "order": 80, - "alias": "F63", - "cst_type": "function", - "convention": "", - "term_raw": "сестрины", - "term_resolved": "сестрины", - "term_forms": [], - "definition_formal": "[α∈X1] F23[F30[α]]", - "definition_raw": "@{F22|gent,sing} @{F30|gent,plur}", - "definition_resolved": "дочери сестёр" - } - }, - { - "model": "rsform.constituenta", - "pk": 817, - "fields": { - "schema": 37, - "order": 81, - "alias": "F64", - "cst_type": "function", - "convention": "", - "term_raw": "двоюродные @{F52|nomn,plur}", - "term_resolved": "двоюродные дяди", - "term_forms": [], - "definition_formal": "[α∈X1] F46[F1[α]]", - "definition_raw": "@{F45|nomn,plur} @{D2|gent,plur}", - "definition_resolved": "двоюродные братья родителей" - } - }, - { - "model": "rsform.constituenta", - "pk": 818, - "fields": { - "schema": 37, - "order": 82, - "alias": "F65", - "cst_type": "function", - "convention": "", - "term_raw": "двоюродные @{F55|nomn,plur}", - "term_resolved": "двоюродные тёти", - "term_forms": [], - "definition_formal": "[α∈X1] F48[F1[α]]", - "definition_raw": "@{F47|nomn,plur} @{D2|gent,plur}", - "definition_resolved": "двоюродные сёстры родителей" - } - }, - { - "model": "rsform.constituenta", - "pk": 819, - "fields": { - "schema": 37, - "order": 83, - "alias": "F66", - "cst_type": "function", - "convention": "", - "term_raw": "двоюродные @{F58|nomn,plur}", - "term_resolved": "двоюродные племянники", - "term_forms": [], - "definition_formal": "[α∈X1] F21[F41[α]]", - "definition_raw": "@{F20|nomn,plur} @{F41|gent,plur}", - "definition_resolved": "сыновья двоюродных сиблингов" - } - }, - { - "model": "rsform.constituenta", - "pk": 820, - "fields": { - "schema": 37, - "order": 84, - "alias": "F67", - "cst_type": "function", - "convention": "", - "term_raw": "дщеричи", - "term_resolved": "дщеричи", - "term_forms": [], - "definition_formal": "[α∈X1] F21[F47[α]]", - "definition_raw": "@{F58|nomn,plur} по @{F55|datv,sing}", - "definition_resolved": "племянники по тёте" - } - }, - { - "model": "rsform.constituenta", - "pk": 821, - "fields": { - "schema": 37, - "order": 85, - "alias": "F68", - "cst_type": "function", - "convention": "", - "term_raw": "двоюродные @{F61|nomn,plur}", - "term_resolved": "двоюродные племянницы", - "term_forms": [], - "definition_formal": "[α∈X1] F23[F41[α]]", - "definition_raw": "@{F22|nomn,plur} @{F41|gent,plur}", - "definition_resolved": "дочери двоюродных сиблингов" - } - }, - { - "model": "rsform.constituenta", - "pk": 822, - "fields": { - "schema": 37, - "order": 86, - "alias": "F69", - "cst_type": "function", - "convention": "", - "term_raw": "дщерши", - "term_resolved": "дщерши", - "term_forms": [], - "definition_formal": "[α∈X1] F23[F47[α]]", - "definition_raw": "@{F22|nomn,plur} @{F47|gent,plur}", - "definition_resolved": "дочери двоюродных сестёр" - } - }, - { - "model": "rsform.constituenta", - "pk": 823, - "fields": { - "schema": 37, - "order": 87, - "alias": "F70", - "cst_type": "function", - "convention": "альтернативное определение: великий дядя - дядя родителя", - "term_raw": "двоюродные @{F26|nomn,plur}", - "term_resolved": "двоюродные дедушки", - "term_forms": [], - "definition_formal": "[α∈X1] F29[F8[α]]", - "definition_raw": "@{F28|nomn,plur} @{F8|gent,plur}", - "definition_resolved": "братья прародителей" - } - }, - { - "model": "rsform.constituenta", - "pk": 824, - "fields": { - "schema": 37, - "order": 88, - "alias": "F71", - "cst_type": "function", - "convention": "", - "term_raw": "двоюродные @{F27|nomn,plur}", - "term_resolved": "двоюродные бабушки", - "term_forms": [], - "definition_formal": "[α∈X1] F31[F8[α]]", - "definition_raw": "@{F30|nomn,plur} @{F8|gent,plur}", - "definition_resolved": "сёстры прародителей" - } - }, - { - "model": "rsform.constituenta", - "pk": 825, - "fields": { - "schema": 37, - "order": 89, - "alias": "F72", - "cst_type": "function", - "convention": "альтернативное определение: внук родного брата или сестры", - "term_raw": "внучатые @{F58|nomn,plur}", - "term_resolved": "внучатые племянники", - "term_forms": [], - "definition_formal": "[α∈X1] F21[F58[α]∪F61[α]]", - "definition_raw": "@{F20|nomn,plur} @{F58|gent,plur} и @{F61|gent,plur}", - "definition_resolved": "сыновья племянников и племянниц" - } - }, - { - "model": "rsform.constituenta", - "pk": 826, - "fields": { - "schema": 37, - "order": 90, - "alias": "F73", - "cst_type": "function", - "convention": "", - "term_raw": "внучатые @{F61|nomn,plur}", - "term_resolved": "внучатые племянницы", - "term_forms": [], - "definition_formal": "[α∈X1] F23[F58[α]∪F61[α]]", - "definition_raw": "@{F22|nomn,plur} @{F58|gent,plur} и @{F61|gent,plur}", - "definition_resolved": "дочери племянников и племянниц" - } - }, - { - "model": "rsform.constituenta", - "pk": 827, - "fields": { - "schema": 37, - "order": 91, - "alias": "F74", - "cst_type": "function", - "convention": "", - "term_raw": "свёкр", - "term_resolved": "свёкр", - "term_forms": [], - "definition_formal": "[α∈D4] F17[F9[α]]", - "definition_raw": "@{D6|nomn,sing} @{D3|gent,sing}", - "definition_resolved": "отец мужа" - } - }, - { - "model": "rsform.constituenta", - "pk": 828, - "fields": { - "schema": 37, - "order": 92, - "alias": "F75", - "cst_type": "function", - "convention": "", - "term_raw": "свекровь", - "term_resolved": "свекровь", - "term_forms": [], - "definition_formal": "[α∈D4] F18[F9[α]]", - "definition_raw": "@{D7|nomn,sing} @{D3|gent,sing}", - "definition_resolved": "мать мужа" - } - }, - { - "model": "rsform.constituenta", - "pk": 829, - "fields": { - "schema": 37, - "order": 93, - "alias": "F76", - "cst_type": "function", - "convention": "", - "term_raw": "тесть", - "term_resolved": "тесть", - "term_forms": [], - "definition_formal": "[α∈D3] F17[F10[α]]", - "definition_raw": "@{D6|nomn,sing} @{D4|gent,sing}", - "definition_resolved": "отец жены" - } - }, - { - "model": "rsform.constituenta", - "pk": 830, - "fields": { - "schema": 37, - "order": 94, - "alias": "F77", - "cst_type": "function", - "convention": "", - "term_raw": "тёща", - "term_resolved": "тёща", - "term_forms": [], - "definition_formal": "[α∈D3] F18[F10[α]]", - "definition_raw": "@{D7|nomn,sing} @{D4|gent,sing}", - "definition_resolved": "мать жены" - } - }, - { - "model": "rsform.constituenta", - "pk": 831, - "fields": { - "schema": 37, - "order": 95, - "alias": "F78", - "cst_type": "function", - "convention": "", - "term_raw": "сваты", - "term_resolved": "сваты", - "term_forms": [], - "definition_formal": "[α∈X1] F16[F13[F3[α]]]", - "definition_raw": "@{D6|nomn,plur} @{D5|gent,plur} @{D1|gent,plur}", - "definition_resolved": "отцы супругов детей" - } - }, - { - "model": "rsform.constituenta", - "pk": 832, - "fields": { - "schema": 37, - "order": 96, - "alias": "F79", - "cst_type": "function", - "convention": "", - "term_raw": "сватьи", - "term_resolved": "сватьи", - "term_forms": [], - "definition_formal": "[α∈X1] F19[F13[F3[α]]]", - "definition_raw": "@{D7|gent,sing} @{D5|gent,plur} @{D1|gent,plur}", - "definition_resolved": "матери супругов детей" - } - }, - { - "model": "rsform.constituenta", - "pk": 833, - "fields": { - "schema": 37, - "order": 97, - "alias": "F80", - "cst_type": "function", - "convention": "", - "term_raw": "девери", - "term_resolved": "девери", - "term_forms": [], - "definition_formal": "[α∈D4] F28[F9[α]]", - "definition_raw": "@{F28|nomn,plur} @{D3|gent,sing}", - "definition_resolved": "братья мужа" - } - }, - { - "model": "rsform.constituenta", - "pk": 834, - "fields": { - "schema": 37, - "order": 98, - "alias": "F81", - "cst_type": "function", - "convention": "", - "term_raw": "золовки", - "term_resolved": "золовки", - "term_forms": [], - "definition_formal": "[α∈D4] F30[F9[α]]", - "definition_raw": "@{F30|nomn,plur} @{D3|gent,sing}", - "definition_resolved": "сёстры мужа" - } - }, - { - "model": "rsform.constituenta", - "pk": 835, - "fields": { - "schema": 37, - "order": 99, - "alias": "F82", - "cst_type": "function", - "convention": "", - "term_raw": "шурины", - "term_resolved": "шурины", - "term_forms": [], - "definition_formal": "[α∈D3] F28[F10[α]]", - "definition_raw": "@{F28|nomn,plur} @{D4|gent,sing}", - "definition_resolved": "братья жены" - } - }, - { - "model": "rsform.constituenta", - "pk": 836, - "fields": { - "schema": 37, - "order": 100, - "alias": "F83", - "cst_type": "function", - "convention": "", - "term_raw": "свояченицы", - "term_resolved": "свояченицы", - "term_forms": [], - "definition_formal": "[α∈D3] F30[F10[α]]", - "definition_raw": "@{F30|nomn,plur} @{D4|gent,sing}", - "definition_resolved": "сёстры жены" - } - }, - { - "model": "rsform.constituenta", - "pk": 837, - "fields": { - "schema": 37, - "order": 101, - "alias": "F84", - "cst_type": "function", - "convention": "", - "term_raw": "шуричи", - "term_resolved": "шуричи", - "term_forms": [], - "definition_formal": "[α∈D3] F21[F82[α]]", - "definition_raw": "@{F20|nomn,plur} @{F82|gent,plur}", - "definition_resolved": "сыновья шуринов" - } - }, - { - "model": "rsform.constituenta", - "pk": 838, - "fields": { - "schema": 37, - "order": 102, - "alias": "F85", - "cst_type": "function", - "convention": "", - "term_raw": "снохи", - "term_resolved": "снохи", - "term_forms": [], - "definition_formal": "[α∈X1] F12[F20[α]]", - "definition_raw": "@{D4|nomn,plur} @{F20|gent,plur}", - "definition_resolved": "жены сыновей" - } - }, - { - "model": "rsform.constituenta", - "pk": 839, - "fields": { - "schema": 37, - "order": 103, - "alias": "F86", - "cst_type": "function", - "convention": "", - "term_raw": "свояки", - "term_resolved": "свояки", - "term_forms": [], - "definition_formal": "[α∈D3] F11[F83[α]]", - "definition_raw": "@{D3|nomn,plur} @{F83|gent,plur}", - "definition_resolved": "мужья своячениц" - } - }, - { - "model": "rsform.constituenta", - "pk": 840, - "fields": { - "schema": 37, - "order": 104, - "alias": "F87", - "cst_type": "function", - "convention": "", - "term_raw": "ятровки", - "term_resolved": "ятровки", - "term_forms": [], - "definition_formal": "[α∈D4] F12[F80[α]]", - "definition_raw": "@{D4|nomn,plur} @{F80|gent,plur}", - "definition_resolved": "жены деверей" - } - }, - { - "model": "rsform.constituenta", - "pk": 841, - "fields": { - "schema": 37, - "order": 105, - "alias": "F88", - "cst_type": "function", - "convention": "", - "term_raw": "зятья", - "term_resolved": "зятья", - "term_forms": [], - "definition_formal": "[α∈X1] F11[F22[α]∪F30[α]∪F81[α]∪F61[α]]", - "definition_raw": "@{D3|nomn,plur} @{F22|gent,plur}, @{F30|gent,plur}, @{F81|gent,plur} или @{F61|gent,plur}", - "definition_resolved": "мужья дочерей, сестёр, золовок или племянниц" - } - }, - { - "model": "rsform.constituenta", - "pk": 842, - "fields": { - "schema": 37, - "order": 106, - "alias": "F89", - "cst_type": "function", - "convention": "", - "term_raw": "невестки", - "term_resolved": "невестки", - "term_forms": [], - "definition_formal": "[α∈X1] F12[F20[α]∪F28[α]∪F80[α]∪F58[α]]", - "definition_raw": "@{D4|nomn,plur} @{F20|gent,plur}, @{F28|gent,plur}, @{F80|gent,plur} или @{F58|gent,plur}", - "definition_resolved": "жены сыновей, братьев, деверей или племянников" - } - }, - { - "model": "rsform.constituenta", - "pk": 843, - "fields": { - "schema": 37, - "order": 107, - "alias": "F90", - "cst_type": "function", - "convention": "", - "term_raw": "вуйки", - "term_resolved": "вуйки", - "term_forms": [], - "definition_formal": "[α∈X1] F12[F54[α]]", - "definition_raw": "@{D4|nomn,plur} @{F54|gent,plur}", - "definition_resolved": "жены вуи" - } - }, - { - "model": "rsform.constituenta", - "pk": 844, - "fields": { - "schema": 37, - "order": 108, - "alias": "F91", - "cst_type": "function", - "convention": "", - "term_raw": "братанихи", - "term_resolved": "братанихи", - "term_forms": [], - "definition_formal": "[α∈X1] F12[F45[α]]", - "definition_raw": "@{D4|nomn,plur} @{F45|gent,plur}", - "definition_resolved": "жены двоюродных братьев" - } - }, - { - "model": "rsform.constituenta", - "pk": 845, - "fields": { - "schema": 37, - "order": 109, - "alias": "D9", - "cst_type": "term", - "convention": "", - "term_raw": "законные @{D1|nomn,plur}", - "term_resolved": "законные дети", - "term_forms": [], - "definition_formal": "D{ξ∈D1 | F13[F1[ξ]]=F1[ξ]}", - "definition_raw": "@{D1|nomn,plur}, @{D2|nomn,plur} которых состоят в @{S4|loct,sing}", - "definition_resolved": "дети, родители которых состоят в браке" - } - }, - { - "model": "rsform.constituenta", - "pk": 846, - "fields": { - "schema": 37, - "order": 110, - "alias": "D10", - "cst_type": "term", - "convention": "", - "term_raw": "бастарды", - "term_resolved": "бастарды", - "term_forms": [], - "definition_formal": "D1\\D9", - "definition_raw": "@{D1|nomn,plur}, @{D2|nomn,plur} которых не состоят в @{S4|loct,sing}", - "definition_resolved": "дети, родители которых не состоят в браке" - } - }, - { - "model": "rsform.constituenta", - "pk": 847, - "fields": { - "schema": 37, - "order": 111, - "alias": "F92", - "cst_type": "function", - "convention": "", - "term_raw": "сводные @{F5|nomn,plur}", - "term_resolved": "сводные сиблинги", - "term_forms": [], - "definition_formal": "[α∈X1] F4[F13[F1[α]]] \\ F5[α] \\ {α}", - "definition_raw": "@{D1|nomn,plur} @{D5|gent,plur} @{D2|gent,plur}, не являющиеся @{F5|ablt,plur}", - "definition_resolved": "дети супругов родителей, не являющиеся сиблингами" - } - }, - { - "model": "rsform.constituenta", - "pk": 848, - "fields": { - "schema": 37, - "order": 112, - "alias": "F93", - "cst_type": "function", - "convention": "", - "term_raw": "сводные @{F28|nomn,plur}", - "term_resolved": "сводные братья", - "term_forms": [], - "definition_formal": "[α∈X1] F21[F13[F1[α]]] \\ F28[α] \\ {α}", - "definition_raw": "@{F20|nomn,plur} @{D5|gent,plur} @{D2|gent,plur}, не являющиеся @{F28|ablt,plur}", - "definition_resolved": "сыновья супругов родителей, не являющиеся братьями" - } - }, - { - "model": "rsform.constituenta", - "pk": 849, - "fields": { - "schema": 37, - "order": 113, - "alias": "F94", - "cst_type": "function", - "convention": "", - "term_raw": "сводные @{F30|nomn,plur}", - "term_resolved": "сводные сёстры", - "term_forms": [], - "definition_formal": "[α∈X1] F23[F13[F1[α]]] \\ F30[α] \\ {α}", - "definition_raw": "@{F22|nomn,plur} @{D5|gent,plur} @{D2|gent,plur}, не являющиеся @{F30|ablt,plur}", - "definition_resolved": "дочери супругов родителей, не являющиеся сёстрами" - } - }, - { - "model": "rsform.constituenta", - "pk": 850, - "fields": { - "schema": 37, - "order": 114, - "alias": "F95", - "cst_type": "function", - "convention": "", - "term_raw": "пасынки", - "term_resolved": "пасынки", - "term_forms": [], - "definition_formal": "[α∈X1] F21[F13[{α}]] \\ F20[α]", - "definition_raw": "@{F20|nomn,plur} @{D5|gent,sing}, не являющиеся @{D1|ablt,plur}", - "definition_resolved": "сыновья супруга, не являющиеся детьми" - } - }, - { - "model": "rsform.constituenta", - "pk": 851, - "fields": { - "schema": 37, - "order": 115, - "alias": "F96", - "cst_type": "function", - "convention": "", - "term_raw": "падчерицы", - "term_resolved": "падчерицы", - "term_forms": [], - "definition_formal": "[α∈X1] F23[F13[{α}]] \\ F22[α]", - "definition_raw": "@{F22|nomn,plur} @{D5|gent,sing}, не являющиеся @{D1|ablt,plur}", - "definition_resolved": "дочери супруга, не являющиеся детьми" - } - }, - { - "model": "rsform.constituenta", - "pk": 852, - "fields": { - "schema": 37, - "order": 116, - "alias": "F97", - "cst_type": "function", - "convention": "", - "term_raw": "отчимы", - "term_resolved": "отчимы", - "term_forms": [], - "definition_formal": "[α∈X1] F11[F19[{α}]] \\ F16[{α}]", - "definition_raw": "@{D3|nomn,sing} @{D7|gent,sing}, не являющийся @{D6|ablt,sing}", - "definition_resolved": "муж матери, не являющийся отцом" - } - }, - { - "model": "rsform.constituenta", - "pk": 853, - "fields": { - "schema": 37, - "order": 117, - "alias": "F98", - "cst_type": "function", - "convention": "", - "term_raw": "мачехи", - "term_resolved": "мачехи", - "term_forms": [], - "definition_formal": "[α∈X1] F12[F16[{α}]] \\ F19[{α}]", - "definition_raw": "@{D4|nomn,sing} @{D6|gent,sing}, не являющаяся @{D7|ablt,sing}", - "definition_resolved": "жена отца, не являющаяся матерью" - } - }, - { - "model": "library.editor", - "pk": 2, - "fields": { - "item": 35, - "editor": 3, - "time_create": "2024-06-03T20:55:45.359Z" - } - }, - { - "model": "library.subscription", - "pk": 11, - "fields": { - "user": 1, - "item": 34 - } - }, - { - "model": "library.subscription", - "pk": 12, - "fields": { - "user": 5, - "item": 35 - } - }, - { - "model": "library.subscription", - "pk": 13, - "fields": { - "user": 3, - "item": 36 - } - }, - { - "model": "library.subscription", - "pk": 14, - "fields": { - "user": 3, - "item": 37 - } - }, - { - "model": "library.libraryitem", - "pk": 34, - "fields": { - "item_type": "rsform", - "owner": 1, - "title": "Банк выражений", - "alias": "БВ", - "comment": "Банк шаблонов для генерации выражений", - "visible": true, - "read_only": false, - "access_policy": "public", - "location": "/L", - "time_create": "2024-06-03T20:52:06.322Z", - "time_update": "2024-06-03T20:52:06.325Z" - } - }, - { - "model": "library.libraryitem", - "pk": 35, - "fields": { - "item_type": "rsform", - "owner": 5, - "title": "Групповая операция", - "alias": "БК09", - "comment": "", - "visible": true, - "read_only": false, - "access_policy": "public", - "location": "/S", - "time_create": "2024-06-03T20:55:36.489Z", - "time_update": "2024-06-03T20:55:36.492Z" - } - }, - { - "model": "library.libraryitem", - "pk": 36, - "fields": { - "item_type": "rsform", - "owner": 3, - "title": "Булева алгебра", - "alias": "БК12", - "comment": "", - "visible": true, - "read_only": false, - "access_policy": "public", - "location": "/S", - "time_create": "2024-06-03T20:58:30.529Z", - "time_update": "2024-06-03T20:58:32.512Z" - } - }, - { - "model": "library.libraryitem", - "pk": 37, - "fields": { - "item_type": "rsform", - "owner": 3, - "title": "Генеалогия", - "alias": "D0001", - "comment": "построено на основе понятия \"родство\" из Википедии", - "visible": true, - "read_only": false, - "access_policy": "public", - "location": "/U/test", - "time_create": "2024-06-03T20:59:40.845Z", - "time_update": "2024-06-03T21:00:01.809Z" - } - }, - { - "model": "library.librarytemplate", - "pk": 1, - "fields": { - "lib_source": 34 - } +{ + "model": "auth.permission", + "pk": 1, + "fields": { + "name": "Can add log entry", + "content_type": 1, + "codename": "add_logentry" } +}, +{ + "model": "auth.permission", + "pk": 2, + "fields": { + "name": "Can change log entry", + "content_type": 1, + "codename": "change_logentry" + } +}, +{ + "model": "auth.permission", + "pk": 3, + "fields": { + "name": "Can delete log entry", + "content_type": 1, + "codename": "delete_logentry" + } +}, +{ + "model": "auth.permission", + "pk": 4, + "fields": { + "name": "Can view log entry", + "content_type": 1, + "codename": "view_logentry" + } +}, +{ + "model": "auth.permission", + "pk": 5, + "fields": { + "name": "Can add permission", + "content_type": 2, + "codename": "add_permission" + } +}, +{ + "model": "auth.permission", + "pk": 6, + "fields": { + "name": "Can change permission", + "content_type": 2, + "codename": "change_permission" + } +}, +{ + "model": "auth.permission", + "pk": 7, + "fields": { + "name": "Can delete permission", + "content_type": 2, + "codename": "delete_permission" + } +}, +{ + "model": "auth.permission", + "pk": 8, + "fields": { + "name": "Can view permission", + "content_type": 2, + "codename": "view_permission" + } +}, +{ + "model": "auth.permission", + "pk": 9, + "fields": { + "name": "Can add group", + "content_type": 3, + "codename": "add_group" + } +}, +{ + "model": "auth.permission", + "pk": 10, + "fields": { + "name": "Can change group", + "content_type": 3, + "codename": "change_group" + } +}, +{ + "model": "auth.permission", + "pk": 11, + "fields": { + "name": "Can delete group", + "content_type": 3, + "codename": "delete_group" + } +}, +{ + "model": "auth.permission", + "pk": 12, + "fields": { + "name": "Can view group", + "content_type": 3, + "codename": "view_group" + } +}, +{ + "model": "auth.permission", + "pk": 13, + "fields": { + "name": "Can add user", + "content_type": 4, + "codename": "add_user" + } +}, +{ + "model": "auth.permission", + "pk": 14, + "fields": { + "name": "Can change user", + "content_type": 4, + "codename": "change_user" + } +}, +{ + "model": "auth.permission", + "pk": 15, + "fields": { + "name": "Can delete user", + "content_type": 4, + "codename": "delete_user" + } +}, +{ + "model": "auth.permission", + "pk": 16, + "fields": { + "name": "Can view user", + "content_type": 4, + "codename": "view_user" + } +}, +{ + "model": "auth.permission", + "pk": 17, + "fields": { + "name": "Can add content type", + "content_type": 5, + "codename": "add_contenttype" + } +}, +{ + "model": "auth.permission", + "pk": 18, + "fields": { + "name": "Can change content type", + "content_type": 5, + "codename": "change_contenttype" + } +}, +{ + "model": "auth.permission", + "pk": 19, + "fields": { + "name": "Can delete content type", + "content_type": 5, + "codename": "delete_contenttype" + } +}, +{ + "model": "auth.permission", + "pk": 20, + "fields": { + "name": "Can view content type", + "content_type": 5, + "codename": "view_contenttype" + } +}, +{ + "model": "auth.permission", + "pk": 21, + "fields": { + "name": "Can add session", + "content_type": 6, + "codename": "add_session" + } +}, +{ + "model": "auth.permission", + "pk": 22, + "fields": { + "name": "Can change session", + "content_type": 6, + "codename": "change_session" + } +}, +{ + "model": "auth.permission", + "pk": 23, + "fields": { + "name": "Can delete session", + "content_type": 6, + "codename": "delete_session" + } +}, +{ + "model": "auth.permission", + "pk": 24, + "fields": { + "name": "Can view session", + "content_type": 6, + "codename": "view_session" + } +}, +{ + "model": "auth.permission", + "pk": 25, + "fields": { + "name": "Can add Password Reset Token", + "content_type": 7, + "codename": "add_resetpasswordtoken" + } +}, +{ + "model": "auth.permission", + "pk": 26, + "fields": { + "name": "Can change Password Reset Token", + "content_type": 7, + "codename": "change_resetpasswordtoken" + } +}, +{ + "model": "auth.permission", + "pk": 27, + "fields": { + "name": "Can delete Password Reset Token", + "content_type": 7, + "codename": "delete_resetpasswordtoken" + } +}, +{ + "model": "auth.permission", + "pk": 28, + "fields": { + "name": "Can view Password Reset Token", + "content_type": 7, + "codename": "view_resetpasswordtoken" + } +}, +{ + "model": "auth.permission", + "pk": 29, + "fields": { + "name": "Can add Редактор", + "content_type": 8, + "codename": "add_editor" + } +}, +{ + "model": "auth.permission", + "pk": 30, + "fields": { + "name": "Can change Редактор", + "content_type": 8, + "codename": "change_editor" + } +}, +{ + "model": "auth.permission", + "pk": 31, + "fields": { + "name": "Can delete Редактор", + "content_type": 8, + "codename": "delete_editor" + } +}, +{ + "model": "auth.permission", + "pk": 32, + "fields": { + "name": "Can view Редактор", + "content_type": 8, + "codename": "view_editor" + } +}, +{ + "model": "auth.permission", + "pk": 33, + "fields": { + "name": "Can add Подписка", + "content_type": 9, + "codename": "add_subscription" + } +}, +{ + "model": "auth.permission", + "pk": 34, + "fields": { + "name": "Can change Подписка", + "content_type": 9, + "codename": "change_subscription" + } +}, +{ + "model": "auth.permission", + "pk": 35, + "fields": { + "name": "Can delete Подписка", + "content_type": 9, + "codename": "delete_subscription" + } +}, +{ + "model": "auth.permission", + "pk": 36, + "fields": { + "name": "Can view Подписка", + "content_type": 9, + "codename": "view_subscription" + } +}, +{ + "model": "auth.permission", + "pk": 37, + "fields": { + "name": "Can add Версия", + "content_type": 10, + "codename": "add_version" + } +}, +{ + "model": "auth.permission", + "pk": 38, + "fields": { + "name": "Can change Версия", + "content_type": 10, + "codename": "change_version" + } +}, +{ + "model": "auth.permission", + "pk": 39, + "fields": { + "name": "Can delete Версия", + "content_type": 10, + "codename": "delete_version" + } +}, +{ + "model": "auth.permission", + "pk": 40, + "fields": { + "name": "Can view Версия", + "content_type": 10, + "codename": "view_version" + } +}, +{ + "model": "auth.permission", + "pk": 41, + "fields": { + "name": "Can add Схема", + "content_type": 11, + "codename": "add_libraryitem" + } +}, +{ + "model": "auth.permission", + "pk": 42, + "fields": { + "name": "Can change Схема", + "content_type": 11, + "codename": "change_libraryitem" + } +}, +{ + "model": "auth.permission", + "pk": 43, + "fields": { + "name": "Can delete Схема", + "content_type": 11, + "codename": "delete_libraryitem" + } +}, +{ + "model": "auth.permission", + "pk": 44, + "fields": { + "name": "Can view Схема", + "content_type": 11, + "codename": "view_libraryitem" + } +}, +{ + "model": "auth.permission", + "pk": 45, + "fields": { + "name": "Can add Шаблон", + "content_type": 12, + "codename": "add_librarytemplate" + } +}, +{ + "model": "auth.permission", + "pk": 46, + "fields": { + "name": "Can change Шаблон", + "content_type": 12, + "codename": "change_librarytemplate" + } +}, +{ + "model": "auth.permission", + "pk": 47, + "fields": { + "name": "Can delete Шаблон", + "content_type": 12, + "codename": "delete_librarytemplate" + } +}, +{ + "model": "auth.permission", + "pk": 48, + "fields": { + "name": "Can view Шаблон", + "content_type": 12, + "codename": "view_librarytemplate" + } +}, +{ + "model": "auth.permission", + "pk": 49, + "fields": { + "name": "Can add Конституента", + "content_type": 13, + "codename": "add_constituenta" + } +}, +{ + "model": "auth.permission", + "pk": 50, + "fields": { + "name": "Can change Конституента", + "content_type": 13, + "codename": "change_constituenta" + } +}, +{ + "model": "auth.permission", + "pk": 51, + "fields": { + "name": "Can delete Конституента", + "content_type": 13, + "codename": "delete_constituenta" + } +}, +{ + "model": "auth.permission", + "pk": 52, + "fields": { + "name": "Can view Конституента", + "content_type": 13, + "codename": "view_constituenta" + } +}, +{ + "model": "auth.permission", + "pk": 53, + "fields": { + "name": "Can add Аргумент", + "content_type": 14, + "codename": "add_argument" + } +}, +{ + "model": "auth.permission", + "pk": 54, + "fields": { + "name": "Can change Аргумент", + "content_type": 14, + "codename": "change_argument" + } +}, +{ + "model": "auth.permission", + "pk": 55, + "fields": { + "name": "Can delete Аргумент", + "content_type": 14, + "codename": "delete_argument" + } +}, +{ + "model": "auth.permission", + "pk": 56, + "fields": { + "name": "Can view Аргумент", + "content_type": 14, + "codename": "view_argument" + } +}, +{ + "model": "auth.permission", + "pk": 57, + "fields": { + "name": "Can add Наследование синтеза", + "content_type": 15, + "codename": "add_inheritance" + } +}, +{ + "model": "auth.permission", + "pk": 58, + "fields": { + "name": "Can change Наследование синтеза", + "content_type": 15, + "codename": "change_inheritance" + } +}, +{ + "model": "auth.permission", + "pk": 59, + "fields": { + "name": "Can delete Наследование синтеза", + "content_type": 15, + "codename": "delete_inheritance" + } +}, +{ + "model": "auth.permission", + "pk": 60, + "fields": { + "name": "Can view Наследование синтеза", + "content_type": 15, + "codename": "view_inheritance" + } +}, +{ + "model": "auth.permission", + "pk": 61, + "fields": { + "name": "Can add Отождествление синтеза", + "content_type": 16, + "codename": "add_substitution" + } +}, +{ + "model": "auth.permission", + "pk": 62, + "fields": { + "name": "Can change Отождествление синтеза", + "content_type": 16, + "codename": "change_substitution" + } +}, +{ + "model": "auth.permission", + "pk": 63, + "fields": { + "name": "Can delete Отождествление синтеза", + "content_type": 16, + "codename": "delete_substitution" + } +}, +{ + "model": "auth.permission", + "pk": 64, + "fields": { + "name": "Can view Отождествление синтеза", + "content_type": 16, + "codename": "view_substitution" + } +}, +{ + "model": "auth.permission", + "pk": 65, + "fields": { + "name": "Can add Операция", + "content_type": 17, + "codename": "add_operation" + } +}, +{ + "model": "auth.permission", + "pk": 66, + "fields": { + "name": "Can change Операция", + "content_type": 17, + "codename": "change_operation" + } +}, +{ + "model": "auth.permission", + "pk": 67, + "fields": { + "name": "Can delete Операция", + "content_type": 17, + "codename": "delete_operation" + } +}, +{ + "model": "auth.permission", + "pk": 68, + "fields": { + "name": "Can view Операция", + "content_type": 17, + "codename": "view_operation" + } +}, +{ + "model": "auth.user", + "pk": 1, + "fields": { + "password": "pbkdf2_sha256$720000$gFZkaBswurtL0naQKiUnW7$3b6SUN3fY2Xl1H7erAszVpQl2LpoKusan+yJP7Bp3JA=", + "last_login": "2024-08-02T07:02:14.815Z", + "is_superuser": true, + "username": "admin", + "first_name": "Администратор", + "last_name": "", + "email": "admin@mail.ru", + "is_staff": true, + "is_active": true, + "date_joined": "2024-05-27T18:31:48.913Z", + "groups": [], + "user_permissions": [] + } +}, +{ + "model": "auth.user", + "pk": 3, + "fields": { + "password": "pbkdf2_sha256$720000$UrGOcoUoKyC5A0nCXwNszp$UR3FdvkB9EkQ8PT+mJ7CtCyrwbmmz3tYZcZKTaxyzoM=", + "last_login": "2024-06-03T20:57:25.539Z", + "is_superuser": false, + "username": "User1", + "first_name": "User1", + "last_name": "", + "email": "User1@test.ru", + "is_staff": false, + "is_active": true, + "date_joined": "2024-06-03T20:52:55.670Z", + "groups": [], + "user_permissions": [] + } +}, +{ + "model": "auth.user", + "pk": 4, + "fields": { + "password": "pbkdf2_sha256$720000$2gYTKuX3Wiap5y3AokUpub$PExwc31nwYTLFOZDwHpg5loC8WOi//EZvSJ8V9TCmIs=", + "last_login": null, + "is_superuser": false, + "username": "User2", + "first_name": "User2", + "last_name": "", + "email": "User2@test.ru", + "is_staff": false, + "is_active": true, + "date_joined": "2024-06-03T20:53:20.356Z", + "groups": [], + "user_permissions": [] + } +}, +{ + "model": "auth.user", + "pk": 5, + "fields": { + "password": "pbkdf2_sha256$720000$uoCzGQ7zxoJOqZ3d8y99nl$d0frHrK9a4ydo0iNp4kGLAsq5eZ4QpQl1lU2bXR3elI=", + "last_login": "2024-06-03T20:53:51.231Z", + "is_superuser": false, + "username": "User3", + "first_name": "User3", + "last_name": "", + "email": "User3@test.ru", + "is_staff": false, + "is_active": true, + "date_joined": "2024-06-03T20:53:45.900Z", + "groups": [], + "user_permissions": [] + } +}, +{ + "model": "library.editor", + "pk": 2, + "fields": { + "item": 35, + "editor": 3, + "time_create": "2024-06-03T20:55:45.359Z" + } +}, +{ + "model": "library.subscription", + "pk": 11, + "fields": { + "user": 1, + "item": 34 + } +}, +{ + "model": "library.subscription", + "pk": 12, + "fields": { + "user": 5, + "item": 35 + } +}, +{ + "model": "library.subscription", + "pk": 13, + "fields": { + "user": 3, + "item": 36 + } +}, +{ + "model": "library.subscription", + "pk": 14, + "fields": { + "user": 3, + "item": 37 + } +}, +{ + "model": "library.subscription", + "pk": 15, + "fields": { + "user": 1, + "item": 38 + } +}, +{ + "model": "library.subscription", + "pk": 16, + "fields": { + "user": 1, + "item": 39 + } +}, +{ + "model": "library.subscription", + "pk": 17, + "fields": { + "user": 1, + "item": 40 + } +}, +{ + "model": "library.subscription", + "pk": 18, + "fields": { + "user": 1, + "item": 41 + } +}, +{ + "model": "library.subscription", + "pk": 20, + "fields": { + "user": 1, + "item": 43 + } +}, +{ + "model": "library.subscription", + "pk": 21, + "fields": { + "user": 1, + "item": 44 + } +}, +{ + "model": "library.libraryitem", + "pk": 34, + "fields": { + "item_type": "rsform", + "owner": 1, + "title": "Банк выражений", + "alias": "БВ", + "comment": "Банк шаблонов для генерации выражений", + "visible": true, + "read_only": false, + "access_policy": "public", + "location": "/L", + "time_create": "2024-06-03T20:52:06.322Z", + "time_update": "2024-06-03T20:52:06.325Z" + } +}, +{ + "model": "library.libraryitem", + "pk": 35, + "fields": { + "item_type": "rsform", + "owner": 5, + "title": "Групповая операция", + "alias": "БК09", + "comment": "", + "visible": true, + "read_only": false, + "access_policy": "public", + "location": "/S", + "time_create": "2024-06-03T20:55:36.489Z", + "time_update": "2024-06-03T20:55:36.492Z" + } +}, +{ + "model": "library.libraryitem", + "pk": 36, + "fields": { + "item_type": "rsform", + "owner": 3, + "title": "Булева алгебра", + "alias": "БК12", + "comment": "", + "visible": true, + "read_only": false, + "access_policy": "public", + "location": "/S", + "time_create": "2024-06-03T20:58:30.529Z", + "time_update": "2024-06-03T20:58:32.512Z" + } +}, +{ + "model": "library.libraryitem", + "pk": 37, + "fields": { + "item_type": "rsform", + "owner": 3, + "title": "Генеалогия", + "alias": "D0001", + "comment": "построено на основе понятия \"родство\" из Википедии", + "visible": true, + "read_only": false, + "access_policy": "public", + "location": "/U/test", + "time_create": 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"visible": false, + "read_only": false, + "access_policy": "public", + "location": "/S/ЭКОС", + "time_create": "2024-08-02T07:06:59.641Z", + "time_update": "2024-08-02T08:12:10.834Z" + } +}, +{ + "model": "library.libraryitem", + "pk": 41, + "fields": { + "item_type": "oss", + "owner": 1, + "title": "Экологические правоотношения", + "alias": "ЭКОС", + "comment": "", + "visible": true, + "read_only": false, + "access_policy": "public", + "location": "/S/ЭКОС", + "time_create": "2024-08-02T07:08:12.218Z", + "time_update": "2024-08-02T11:53:36.734Z" + } +}, +{ + "model": "library.libraryitem", + "pk": 43, + "fields": { + "item_type": "rsform", + "owner": 1, + "title": "Объектная среда", + "alias": "КС Объект-сред", + "comment": "", + "visible": false, + "read_only": false, + "access_policy": "public", + "location": "/S/ЭКОС", + "time_create": "2024-08-02T11:52:30.658Z", + "time_update": "2024-08-02T11:52:30.683Z" + } +}, +{ + "model": "library.libraryitem", + "pk": 44, + "fields": { + "item_type": "rsform", + "owner": 1, + "title": "Процессные среды", + "alias": "КС Проц-сред", + "comment": "", + "visible": false, + "read_only": false, + "access_policy": "public", + "location": "/S/ЭКОС", + "time_create": "2024-08-02T11:53:36.619Z", + "time_update": "2024-08-02T11:53:36.650Z" + } +}, +{ + "model": "library.librarytemplate", + "pk": 1, + "fields": { + "lib_source": 34 + } +}, +{ + "model": "rsform.constituenta", + "pk": 589, + "fields": { + "schema": 34, + "order": 1, + "alias": "T1", + "cst_type": "theorem", + "convention": "", + "term_raw": "Управляющие конструкции", + "term_resolved": "Управляющие конструкции", + "term_forms": [], + "definition_formal": "", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 590, + "fields": { + "schema": 34, + "order": 2, + "alias": "F1", + "cst_type": "function", + "convention": "", + "term_raw": "схема ограниченного выделения", + "term_resolved": "схема ограниченного выделения", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1)] D{ ξ∈α | ξ=ξ }", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 591, + "fields": { + "schema": 34, + "order": 3, + "alias": "F2", + "cst_type": "function", + "convention": "", + "term_raw": "условный переход", + "term_resolved": "условный переход", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1)] debool(I{ α | 1=1} ∪ I{ α\\α | 1≠1})", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 592, + "fields": { + "schema": 34, + "order": 4, + "alias": "F3", + "cst_type": "function", + "convention": "", + "term_raw": "рекурсивное определение", + "term_resolved": "рекурсивное определение", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1)] R{ ξ:=α | ξ≠∅ | ξ\\ξ }", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 593, + "fields": { + "schema": 34, + "order": 5, + "alias": "T2", + "cst_type": "theorem", + "convention": "", + "term_raw": "Бинарные отношения двух множеств", + "term_resolved": "Бинарные отношения двух множеств", + "term_forms": [], + "definition_formal": "", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 594, + "fields": { + "schema": 34, + "order": 6, + "alias": "F4", + "cst_type": "function", + "convention": "", + "term_raw": "обратное отношение", + "term_resolved": "обратное отношение", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R2)] Pr2,1(σ)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 595, + "fields": { + "schema": 34, + "order": 7, + "alias": "P1", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство всюдуопределенности", + "term_resolved": "свойство всюдуопределенности", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R2)] Pr1(σ) = α", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 596, + "fields": { + "schema": 34, + "order": 8, + "alias": "P2", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство всюдузначности", + "term_resolved": "свойство всюдузначности", + "term_forms": [], + "definition_formal": "[α∈ℬ(R2), σ∈ℬ(R1×R2)] Pr2(σ) = α", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 597, + "fields": { + "schema": 34, + "order": 9, + "alias": "P3", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство прямой однозначности", + "term_resolved": "свойство прямой однозначности", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R2)] card(Pr1(σ)) = card(σ)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 598, + "fields": { + "schema": 34, + "order": 10, + "alias": "P4", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство обратной однозначности", + "term_resolved": "свойство обратной однозначности", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R2)] card(Pr2(σ)) = card(σ)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 599, + "fields": { + "schema": 34, + "order": 11, + "alias": "P5", + "cst_type": "predicate", + "convention": "", + "term_raw": "функция", + "term_resolved": "функция", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R2)] card(Pr1(σ)) = card(σ) & Pr1(σ) = α", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 600, + "fields": { + "schema": 34, + "order": 12, + "alias": "F5", + "cst_type": "function", + "convention": "", + "term_raw": "образ элемента", + "term_resolved": "образ элемента", + "term_forms": [], + "definition_formal": "[α∈R1, σ∈ℬ(R1×R2)] debool(Pr2(Fi1[{α}](σ)))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 601, + "fields": { + "schema": 34, + "order": 13, + "alias": "F6", + "cst_type": "function", + "convention": "", + "term_raw": "сечение по элементу", + "term_resolved": "сечение по элементу", + "term_forms": [], + "definition_formal": "[α∈R1, σ∈ℬ(R1×R2)] Pr2(Fi1[{α}](σ))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 602, + "fields": { + "schema": 34, + "order": 14, + "alias": "F7", + "cst_type": "function", + "convention": "", + "term_raw": "прообраз значения", + "term_resolved": "прообраз значения", + "term_forms": [], + "definition_formal": "[α∈R2, σ∈ℬ(R1×R2)] debool(Pr1(Fi2[{α}](σ)))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 603, + "fields": { + "schema": 34, + "order": 15, + "alias": "F8", + "cst_type": "function", + "convention": "", + "term_raw": "сечение по значению", + "term_resolved": "сечение по значению", + "term_forms": [], + "definition_formal": "[α∈R2, σ∈ℬ(R1×R2)] Pr1(Fi2[{α}](σ))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 604, + "fields": { + "schema": 34, + "order": 16, + "alias": "F9", + "cst_type": "function", + "convention": "", + "term_raw": "образ множества", + "term_resolved": "образ множества", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R2)] Pr2(Fi1[α](σ))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 605, + "fields": { + "schema": 34, + "order": 17, + "alias": "F10", + "cst_type": "function", + "convention": "", + "term_raw": "прообраз множества", + "term_resolved": "прообраз множества", + "term_forms": [], + "definition_formal": "[α∈ℬ(R2), σ∈ℬ(R1×R2)] Pr1(Fi2[α](σ))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 606, + "fields": { + "schema": 34, + "order": 18, + "alias": "F11", + "cst_type": "function", + "convention": "", + "term_raw": "композиция отношений", + "term_resolved": "композиция отношений", + "term_forms": [], + "definition_formal": "[σ1∈ℬ(R1×R2), σ2∈ℬ(R2×R3)] \nI{(ξ1, ξ3) | (ξ1,ξ2):∈σ1; ξ3:∈Pr2(Fi1[{ξ2}](σ2))}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 607, + "fields": { + "schema": 34, + "order": 19, + "alias": "T3", + "cst_type": "theorem", + "convention": "", + "term_raw": "Бинарные отношения на множестве", + "term_resolved": "Бинарные отношения на множестве", + "term_forms": [], + "definition_formal": "T2", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 608, + "fields": { + "schema": 34, + "order": 20, + "alias": "F12", + "cst_type": "function", + "convention": "", + "term_raw": "участники отношения", + "term_resolved": "участники отношения", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)] Pr1(σ)∪Pr2(σ)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 609, + "fields": { + "schema": 34, + "order": 21, + "alias": "P6", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство полноты (линейности)", + "term_resolved": "свойство полноты (линейности)", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)] σ∪Pr2,1(σ)∪Pr1,1(σ)∪Pr2,2(σ) = α×α", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 610, + "fields": { + "schema": 34, + "order": 22, + "alias": "P7", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство симметричности", + "term_resolved": "свойство симметричности", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)] Pr2,1(σ) = σ", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 611, + "fields": { + "schema": 34, + "order": 23, + "alias": "P8", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство антисимметричности", + "term_resolved": "свойство антисимметричности", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)] (Pr2,1(σ)∩σ)\\Pr1,1(σ) = ∅", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 612, + "fields": { + "schema": 34, + "order": 24, + "alias": "P9", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство рефлексивности", + "term_resolved": "свойство рефлексивности", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)] Pr1,1(σ) ⊆ σ", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 613, + "fields": { + "schema": 34, + "order": 25, + "alias": "P10", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство антирефлексивности", + "term_resolved": "свойство антирефлексивности", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)] Pr1,1(σ)∩σ = ∅", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 614, + "fields": { + "schema": 34, + "order": 26, + "alias": "P11", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство транзитивности", + "term_resolved": "свойство транзитивности", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)] ∀(α1,α2),(β1,β2)∈σ (α2=β1 ⇒ (α1,β2)∈σ)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 615, + "fields": { + "schema": 34, + "order": 27, + "alias": "P12", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство фундированности", + "term_resolved": "свойство фундированности", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)] ∀γ∈ℬ(α) (γ≠∅ ⇒ card(F13[γ,σ])>0)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 616, + "fields": { + "schema": 34, + "order": 28, + "alias": "P13", + "cst_type": "predicate", + "convention": "", + "term_raw": "существование infinum для отношения на данном !подмножестве!", + "term_resolved": "существование infinum для отношения на данном !подмножестве!", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)] ∀ξ1,ξ2∈α ∃ε∈α ((ε,ξ1)∈σ & (ε,ξ2)∈σ & ∀ξ3∈α\\{ε} ((ξ3,ξ1)∈σ & (ξ3,ξ2)∈σ ⇒ (ξ3,ε)∈σ))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 617, + "fields": { + "schema": 34, + "order": 29, + "alias": "P14", + "cst_type": "predicate", + "convention": "", + "term_raw": "существование supremum для отношения на данном !подмножестве!", + "term_resolved": "существование supremum для отношения на данном !подмножестве!", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)] ∀ξ1,ξ2∈α ∃π∈α ((ξ1,π)∈σ & (ξ2,π)∈σ & ∀ξ3∈α\\{π} ((ξ1,ξ3)∈σ & (ξ2,ξ3)∈σ ⇒ (π,ξ3)∈σ))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 618, + "fields": { + "schema": 34, + "order": 30, + "alias": "P15", + "cst_type": "predicate", + "convention": "", + "term_raw": "частичный порядок", + "term_resolved": "частичный порядок", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)]\nPr2,1(σ)∩σ\\Pr1,1(σ) = ∅ & \n(Pr1,1(σ)∩σ = ∅ ∨ Pr1,1(σ) ⊆ σ) & \n∀(α1,α2),(β1,β2)∈σ (α2=β1 ⇒ (α1,β2)∈σ)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 619, + "fields": { + "schema": 34, + "order": 31, + "alias": "P16", + "cst_type": "predicate", + "convention": "", + "term_raw": "линейный порядок", + "term_resolved": "линейный порядок", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)]\nPr2,1(σ)∩σ\\Pr1,1(σ) = ∅ & \n(Pr1,1(σ)∩σ = ∅ ∨ Pr1,1(σ) ⊆ σ) & \n∀(α1,α2),(β1,β2)∈σ (α2=β1 ⇒ (α1,β2)∈σ) & \nσ∪Pr2,1(σ)∪Pr1,1(σ)∪Pr2,2(σ) = α×α", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 620, + "fields": { + "schema": 34, + "order": 32, + "alias": "F13", + "cst_type": "function", + "convention": "альтернативное определение:\n[α∈ℬ(R1), σ∈ℬ(R1×R1)] D{ξ∈α | ∀ω∈α\\{ξ} (ω, ξ)∉σ}", + "term_raw": "минимальные элементы !порядка! на данном !подмножестве!", + "term_resolved": "минимальные элементы !порядка! на данном !подмножестве!", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)] α \\ Pr2(Fi1,2[α, α](σ))", + "definition_raw": "элементы, для которых отсутствуют большие их элементы", + "definition_resolved": "элементы, для которых отсутствуют большие их элементы" + } +}, +{ + "model": "rsform.constituenta", + "pk": 621, + "fields": { + "schema": 34, + "order": 33, + "alias": "F14", + "cst_type": "function", + "convention": "альтернативное определение:\n[α∈ℬ(R1), σ∈ℬ(R1×R1)] debool(D{ξ∈α | ∀ω∈α\\{ξ} (ξ, ω)∈σ})", + "term_raw": "наименьший элемент !порядка! на данном !подмножестве!", + "term_resolved": "наименьший элемент !порядка! на данном !подмножестве!", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)] debool(I{ β | δ1:=Fi1,2[α, α](σ); δ2:=δ1\\Pr1,1(δ1); β:=Pr1(δ2)\\Pr2(δ2) })", + "definition_raw": "элементы, меньшие или равные всем остальным", + "definition_resolved": "элементы, меньшие или равные всем остальным" + } +}, +{ + "model": "rsform.constituenta", + "pk": 622, + "fields": { + "schema": 34, + "order": 34, + "alias": "P17", + "cst_type": "predicate", + "convention": "", + "term_raw": "эквивалентность", + "term_resolved": "эквивалентность", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)] Pr1,1(σ) ⊆ σ & Pr2,1(σ) = σ & \n∀(α1,α2),(β1,β2)∈σ (α2=β1 ⇒ (α1,β2)∈σ)", + "definition_raw": "транзитивное рефлексивное симметричное бинарное отношение", + "definition_resolved": "транзитивное рефлексивное симметричное бинарное отношение" + } +}, +{ + "model": "rsform.constituenta", + "pk": 623, + "fields": { + "schema": 34, + "order": 35, + "alias": "F15", + "cst_type": "function", + "convention": "", + "term_raw": "класс эквивалентности !элемента!", + "term_resolved": "класс эквивалентности !элемента!", + "term_forms": [], + "definition_formal": "[α∈R1, σ∈ℬ(R1×R1)] Pr2(Fi1[{α}](σ))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 624, + "fields": { + "schema": 34, + "order": 36, + "alias": "P18", + "cst_type": "predicate", + "convention": "", + "term_raw": "толерантность", + "term_resolved": "толерантность", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)] Pr1,1(σ) ⊆ σ & Pr2,1(σ) = σ", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 625, + "fields": { + "schema": 34, + "order": 37, + "alias": "T4", + "cst_type": "theorem", + "convention": "", + "term_raw": "Цепочки", + "term_resolved": "Цепочки", + "term_forms": [], + "definition_formal": "T2 & T3", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 626, + "fields": { + "schema": 34, + "order": 38, + "alias": "P19", + "cst_type": "predicate", + "convention": "", + "term_raw": "условие связности цепочки", + "term_resolved": "условие связности цепочки", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)]\ncard(Pr1(σ)) = card(σ) & card(Pr2(σ)) = card(σ) &\ncard(Pr1(σ) \\ Pr2(σ)) = 1 & card(Pr2(σ) \\ Pr1(σ)) = 1", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 627, + "fields": { + "schema": 34, + "order": 39, + "alias": "F16", + "cst_type": "function", + "convention": "", + "term_raw": "начало цепочки", + "term_resolved": "начало цепочки", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)] debool(Pr1(σ) \\ Pr2(σ))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 628, + "fields": { + "schema": 34, + "order": 40, + "alias": "F17", + "cst_type": "function", + "convention": "", + "term_raw": "конец цепочки", + "term_resolved": "конец цепочки", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)] debool(Pr2(σ) \\ Pr1(σ))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 629, + "fields": { + "schema": 34, + "order": 41, + "alias": "F18", + "cst_type": "function", + "convention": "", + "term_raw": "следующий за данным !элемент! цепочки", + "term_resolved": "следующий за данным !элемент! цепочки", + "term_forms": [], + "definition_formal": "[α∈R1, σ∈ℬ(R1×R1)] debool(Pr2(Fi1[{α}](σ)))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 630, + "fields": { + "schema": 34, + "order": 42, + "alias": "F19", + "cst_type": "function", + "convention": "", + "term_raw": "предшествующий данному !элемент! цепочки", + "term_resolved": "предшествующий данному !элемент! цепочки", + "term_forms": [], + "definition_formal": "[α∈R1, σ∈ℬ(R1×R1)] debool(Pr1(Fi2[{α}](σ)))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 631, + "fields": { + "schema": 34, + "order": 43, + "alias": "T5", + "cst_type": "theorem", + "convention": "", + "term_raw": "Графы", + "term_resolved": "Графы", + "term_forms": [], + "definition_formal": "T2 & T3", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 632, + "fields": { + "schema": 34, + "order": 44, + "alias": "P20", + "cst_type": "predicate", + "convention": "", + "term_raw": "неориентированный граф", + "term_resolved": "неориентированный граф", + "term_forms": [], + "definition_formal": "[γ∈ℬ(R1)×ℬ(R1×R1)] pr2(γ) = Pr2,1(pr2(γ))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 633, + "fields": { + "schema": 34, + "order": 45, + "alias": "F20", + "cst_type": "function", + "convention": "", + "term_raw": "истоки", + "term_resolved": "истоки", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)] Pr1(σ) \\ Pr2(σ)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 634, + "fields": { + "schema": 34, + "order": 46, + "alias": "F21", + "cst_type": "function", + "convention": "", + "term_raw": "стоки", + "term_resolved": "стоки", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)] Pr2(σ) \\ Pr1(σ)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 635, + "fields": { + "schema": 34, + "order": 47, + "alias": "F22", + "cst_type": "function", + "convention": "", + "term_raw": "изолированные вершины", + "term_resolved": "изолированные вершины", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)] α \\ (Pr2(σ) ∪ Pr1(σ))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 636, + "fields": { + "schema": 34, + "order": 48, + "alias": "F23", + "cst_type": "function", + "convention": "", + "term_raw": "потребители", + "term_resolved": "потребители", + "term_forms": [], + "definition_formal": "[α∈R1, σ∈ℬ(R1×R1)] Pr2(Fi1[{α}](σ))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 637, + "fields": { + "schema": 34, + "order": 49, + "alias": "F24", + "cst_type": "function", + "convention": "", + "term_raw": "поставщики", + "term_resolved": "поставщики", + "term_forms": [], + "definition_formal": "[α∈R1, σ∈ℬ(R1×R1)] Pr1(Fi2[{α}](σ))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 638, + "fields": { + "schema": 34, + "order": 50, + "alias": "F25", + "cst_type": "function", + "convention": "", + "term_raw": "зависимые вершины", + "term_resolved": "зависимые вершины", + "term_forms": [], + "definition_formal": "[α∈R1, σ∈ℬ(R1×R1)] R{ ξ:=Pr2(Fi1[{α}](σ)) | ξ ∪ Pr2(Fi1[ξ](σ)) }", + "definition_raw": "вершины, достижимые из данной", + "definition_resolved": "вершины, достижимые из данной" + } +}, +{ + "model": "rsform.constituenta", + "pk": 639, + "fields": { + "schema": 34, + "order": 51, + "alias": "F26", + "cst_type": "function", + "convention": "", + "term_raw": "зависимые вершины совокупности", + "term_resolved": "зависимые вершины совокупности", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)] R{ ξ:=Pr2(Fi1[α](σ)) | ξ ∪ Pr2(Fi1[ξ](σ)) }", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 640, + "fields": { + "schema": 34, + "order": 52, + "alias": "F27", + "cst_type": "function", + "convention": "", + "term_raw": "влияющие вершины", + "term_resolved": "влияющие вершины", + "term_forms": [], + "definition_formal": "[α∈R1, σ∈ℬ(R1×R1)] R{ ξ:=Pr1(Fi2[{α}](σ)) | ξ ∪ Pr1(Fi2[ξ](σ)) }", + "definition_raw": "вершины, из которых данная вершина достижима", + "definition_resolved": "вершины, из которых данная вершина достижима" + } +}, +{ + "model": "rsform.constituenta", + "pk": 641, + "fields": { + "schema": 34, + "order": 53, + "alias": "F28", + "cst_type": "function", + "convention": "", + "term_raw": "влияющие вершины совокупности", + "term_resolved": "влияющие вершины совокупности", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬ(R1×R1)] R{ ξ:=Pr1(Fi2[α](σ)) | ξ ∪ Pr1(Fi2[ξ](σ)) }", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 642, + "fields": { + "schema": 34, + "order": 54, + "alias": "P21", + "cst_type": "predicate", + "convention": "", + "term_raw": "цикл", + "term_resolved": "цикл", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)] Pr1(σ) = Pr2(σ)", + "definition_raw": "совокупность связей, в которой из каждой вершины в каждую другую есть путь", + "definition_resolved": "совокупность связей, в которой из каждой вершины в каждую другую есть путь" + } +}, +{ + "model": "rsform.constituenta", + "pk": 643, + "fields": { + "schema": 34, + "order": 55, + "alias": "P22", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство ацикличности", + "term_resolved": "свойство ацикличности", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)] ∀γ∈Pr1(σ) γ∉R{ ξ:=Pr2(Fi1[{γ}](σ)) | ξ ∪ Pr2(Fi1[ξ](σ)) }", + "definition_raw": "в ацикличном графе никакая вершина не является собственной зависимой вершиной", + "definition_resolved": "в ацикличном графе никакая вершина не является собственной зависимой вершиной" + } +}, +{ + "model": "rsform.constituenta", + "pk": 644, + "fields": { + "schema": 34, + "order": 56, + "alias": "P23", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство ацикличности (декларативная формулировка)", + "term_resolved": "свойство ацикличности (декларативная формулировка)", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)] ∀γ∈ℬ(σ) Pr1(γ) ≠ Pr2(γ)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 645, + "fields": { + "schema": 34, + "order": 57, + "alias": "F29", + "cst_type": "function", + "convention": "", + "term_raw": "транзитивное замыкание", + "term_resolved": "транзитивное замыкание", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)] I{(ξ1, ξ2) | ξ1:∈Pr1(σ); ξ2:∈F25[ξ1, σ]}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 646, + "fields": { + "schema": 34, + "order": 58, + "alias": "F30", + "cst_type": "function", + "convention": "", + "term_raw": "транзитивная редукция", + "term_resolved": "транзитивная редукция", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)] σ \\ I{(ξ1, ξ2) | ξ1:∈Pr1(σ); γ:=F23[ξ1, σ]; ξ2:∈γ∩F26[γ, σ]}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 647, + "fields": { + "schema": 34, + "order": 59, + "alias": "P24", + "cst_type": "predicate", + "convention": "1", + "term_raw": "дерево", + "term_resolved": "дерево", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R1)] card(Pr1(σ)\\Pr2(σ)) = 1 & card(Pr2(σ)) = card(σ)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 648, + "fields": { + "schema": 34, + "order": 60, + "alias": "T6", + "cst_type": "theorem", + "convention": "", + "term_raw": "Целые числа", + "term_resolved": "Целые числа", + "term_forms": [], + "definition_formal": "", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 649, + "fields": { + "schema": 34, + "order": 61, + "alias": "F31", + "cst_type": "function", + "convention": "", + "term_raw": "минимум набора чисел", + "term_resolved": "минимум набора чисел", + "term_forms": [], + "definition_formal": "[σ∈ℬ(Z)] debool(D{ξ∈σ | ∀α∈σ α ≤ ξ})", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 650, + "fields": { + "schema": 34, + "order": 62, + "alias": "F32", + "cst_type": "function", + "convention": "", + "term_raw": "максимум набора чисел", + "term_resolved": "максимум набора чисел", + "term_forms": [], + "definition_formal": "[σ∈ℬ(Z)] debool(D{ξ∈σ | ∀α∈σ α ≥ ξ})", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 651, + "fields": { + "schema": 34, + "order": 63, + "alias": "F33", + "cst_type": "function", + "convention": "", + "term_raw": "натуральные числа, меньшие или равные данному", + "term_resolved": "натуральные числа, меньшие или равные данному", + "term_forms": [], + "definition_formal": "[α∈Z] R{(ξ,σ):=(0, {0}) | ξ<α | (ξ+1, σ ∪ {ξ+1})}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 652, + "fields": { + "schema": 34, + "order": 64, + "alias": "P25", + "cst_type": "predicate", + "convention": "", + "term_raw": "набор чисел, удовлетворяющий данному периоду", + "term_resolved": "набор чисел, удовлетворяющий данному периоду", + "term_forms": [], + "definition_formal": "[σ∈ℬ(Z), τ∈Z] ∀α∈σ (α+τ ≤ F32[σ] ⇒ α+τ∈σ)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 653, + "fields": { + "schema": 34, + "order": 65, + "alias": "F34", + "cst_type": "function", + "convention": "", + "term_raw": "периоды данного набора чисел", + "term_resolved": "периоды данного набора чисел", + "term_forms": [], + "definition_formal": "[σ∈ℬ(Z)] pr1(R{\n(γ, τ) := (∅, F31[σ]) | \nτ ≠ F32[σ] | \n(γ ∪ I{τ | P25[σ, τ]}, τ + 1)})", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 654, + "fields": { + "schema": 34, + "order": 66, + "alias": "T7", + "cst_type": "theorem", + "convention": "", + "term_raw": "Последовательности", + "term_resolved": "Последовательности", + "term_forms": [], + "definition_formal": "", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 655, + "fields": { + "schema": 34, + "order": 67, + "alias": "P26", + "cst_type": "predicate", + "convention": "", + "term_raw": "корректная последовательность (позиции нумеруются с нуля)", + "term_resolved": "корректная последовательность (позиции нумеруются с нуля)", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×Z)] card(σ)=card(Pr2(σ)) & ∀λ∈Pr2(σ) λ < card(σ)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 656, + "fields": { + "schema": 34, + "order": 68, + "alias": "P27", + "cst_type": "predicate", + "convention": "", + "term_raw": "корректная последовательность (позиции нумеруются с единицы)", + "term_resolved": "корректная последовательность (позиции нумеруются с единицы)", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×Z)] card(σ)=card(Pr2(σ)) & ∀λ∈Pr2(σ) (λ ≤ card(σ) & λ > 0)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 657, + "fields": { + "schema": 34, + "order": 69, + "alias": "F35", + "cst_type": "function", + "convention": "", + "term_raw": "начало последовательности", + "term_resolved": "начало последовательности", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×Z)] debool(Pr1(Fi2[{0}](σ)))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 658, + "fields": { + "schema": 34, + "order": 70, + "alias": "F36", + "cst_type": "function", + "convention": "", + "term_raw": "конец последовательности", + "term_resolved": "конец последовательности", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×Z)] debool(Pr1(Fi2[{card(σ) - 1}](σ)))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 659, + "fields": { + "schema": 34, + "order": 71, + "alias": "F37", + "cst_type": "function", + "convention": "", + "term_raw": "следующий за данным !элемент! последовательности", + "term_resolved": "следующий за данным !элемент! последовательности", + "term_forms": [], + "definition_formal": "[α∈R1×Z, σ∈ℬ(R1×Z)] debool(Fi2[{pr2(α) + 1}](σ))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 660, + "fields": { + "schema": 34, + "order": 72, + "alias": "F38", + "cst_type": "function", + "convention": "", + "term_raw": "предыдущий данному !элемент! последовательности", + "term_resolved": "предыдущий данному !элемент! последовательности", + "term_forms": [], + "definition_formal": "[α∈R1×Z, σ∈ℬ(R1×Z)] debool(Fi2[{pr2(α) - 1}](σ))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 661, + "fields": { + "schema": 34, + "order": 73, + "alias": "F39", + "cst_type": "function", + "convention": "", + "term_raw": "обращенная последовательность", + "term_resolved": "обращенная последовательность", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×Z)] I{(α, λ) | (α,μ):∈σ; λ := card(σ) - μ - 1}", + "definition_raw": "не определен для последнего элемента", + "definition_resolved": "не определен для последнего элемента" + } +}, +{ + "model": "rsform.constituenta", + "pk": 662, + "fields": { + "schema": 34, + "order": 74, + "alias": "P28", + "cst_type": "predicate", + "convention": "", + "term_raw": "подпоследовательность", + "term_resolved": "подпоследовательность", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×Z)] card(σ) = card(Pr2(σ))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 663, + "fields": { + "schema": 34, + "order": 75, + "alias": "F40", + "cst_type": "function", + "convention": "", + "term_raw": "последовательность, построенная из данной подпоследовательности", + "term_resolved": "последовательность, построенная из данной подпоследовательности", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×Z)] pr1(R{\n(γ, α):=(∅, σ) | α≠∅ | \ndebool(I{(γ2, α2) | τ := F31[Pr2(α)]; ξ := debool(F8[τ,σ]); \nγ2 := γ ∪ {(ξ, card(γ))}; α2 := α \\ {(ξ,τ)}})})", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 664, + "fields": { + "schema": 34, + "order": 76, + "alias": "T8", + "cst_type": "theorem", + "convention": "Условия для \"левых\" и \"правых\" свойств через конкатенацию", + "term_raw": "Групповые операции", + "term_resolved": "Групповые операции", + "term_forms": [], + "definition_formal": "T10", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 665, + "fields": { + "schema": 34, + "order": 77, + "alias": "F41", + "cst_type": "function", + "convention": "", + "term_raw": "результат операции для данных аргументов", + "term_resolved": "результат операции для данных аргументов", + "term_forms": [], + "definition_formal": "[α∈R1, β∈R1, σ∈ℬ((R1×R1)×R1)] debool(Pr2(Fi1[{(α,β)}](σ)))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 666, + "fields": { + "schema": 34, + "order": 78, + "alias": "F42", + "cst_type": "function", + "convention": "например ноль для операции умножения целых чисел", + "term_raw": "инвариантные элементы", + "term_resolved": "инвариантные элементы", + "term_forms": [], + "definition_formal": "[σ∈ℬ((R1×R1)×R1)] D{ξ∈Pr1(Pr1(σ)) | ∀α∈Pr1(Pr1(σ)) \n(((α,ξ),ξ)∈σ & ((ξ,α),ξ)∈σ)}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 667, + "fields": { + "schema": 34, + "order": 79, + "alias": "F43", + "cst_type": "function", + "convention": "", + "term_raw": "нейтральные элементы", + "term_resolved": "нейтральные элементы", + "term_forms": [], + "definition_formal": "[σ∈ℬ((R1×R1)×R1)] D{ξ∈Pr1(Pr1(σ)) | ∀α∈Pr1(Pr1(σ)) \n(((α,ξ),α)∈σ & ((ξ,α),α)∈σ)}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 668, + "fields": { + "schema": 34, + "order": 80, + "alias": "F44", + "cst_type": "function", + "convention": "", + "term_raw": "идемпотентные элементы", + "term_resolved": "идемпотентные элементы", + "term_forms": [], + "definition_formal": "[σ∈ℬ((R1×R1)×R1)] D{ξ∈Pr1(Pr1(σ)) | ((ξ,ξ),ξ)∈σ}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 669, + "fields": { + "schema": 34, + "order": 81, + "alias": "F45", + "cst_type": "function", + "convention": "", + "term_raw": "обратные элементы для данного элемента", + "term_resolved": "обратные элементы для данного элемента", + "term_forms": [], + "definition_formal": "[α∈R1, σ∈ℬ((R1×R1)×R1)] D{ω∈Pr1(Pr1(σ)) | F41[α,ω,σ]∈F43[σ] & F41[ω,α,σ]∈F43[σ]}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 670, + "fields": { + "schema": 34, + "order": 82, + "alias": "F46", + "cst_type": "function", + "convention": "", + "term_raw": "элемент, являющийся данной степенью данного элемента", + "term_resolved": "элемент, являющийся данной степенью данного элемента", + "term_forms": [], + "definition_formal": "[α∈R1, λ∈Z, σ∈ℬ((R1×R1)×R1)] pr1(R{(ξ, μ) := (α, 1) | μ<λ & λ>0 | (F41[ξ,α,σ], μ + 1)})", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 671, + "fields": { + "schema": 34, + "order": 83, + "alias": "P29", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство замкнутости и однозначности", + "term_resolved": "свойство замкнутости и однозначности", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬ((R1×R1)×R1)] Pr1(σ) = α×α & card(σ) = card(Pr1(σ))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 672, + "fields": { + "schema": 34, + "order": 84, + "alias": "P30", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство ассоциативности", + "term_resolved": "свойство ассоциативности", + "term_forms": [], + "definition_formal": "[σ∈ℬ((R1×R1)×R1)] ∀α,β,γ∈Pr1(Pr1(σ)) F41[F41[α,β,σ],γ,σ] = F41[α,F41[β,γ,σ],σ]", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 673, + "fields": { + "schema": 34, + "order": 85, + "alias": "P31", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство коммутативности", + "term_resolved": "свойство коммутативности", + "term_forms": [], + "definition_formal": "[σ∈ℬ((R1×R1)×R1)] ∀((α1,α2),γ)∈σ ((α2,α1),γ)∈σ", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 674, + "fields": { + "schema": 34, + "order": 86, + "alias": "P32", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство идемпотентности", + "term_resolved": "свойство идемпотентности", + "term_forms": [], + "definition_formal": "[σ∈ℬ((R1×R1)×R1)] ∀α∈Pr1(Pr1(σ)) ((α,α),α)∈σ", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 675, + "fields": { + "schema": 34, + "order": 87, + "alias": "P33", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство цикличности", + "term_resolved": "свойство цикличности", + "term_forms": [], + "definition_formal": "[σ∈ℬ((R1×R1)×R1)] ∃α∈Pr1(Pr1(σ)) ∀β∈Pr1(Pr1(σ)) ∃μ∈Z F46[α,μ,σ] = β", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 676, + "fields": { + "schema": 34, + "order": 88, + "alias": "P34", + "cst_type": "predicate", + "convention": "", + "term_raw": "группоид", + "term_resolved": "группоид", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬ((R1×R1)×R1)] P29[α, σ]", + "definition_raw": "всюдуопределенная замкнутая функция пары элементов некоторого множества", + "definition_resolved": "всюдуопределенная замкнутая функция пары элементов некоторого множества" + } +}, +{ + "model": "rsform.constituenta", + "pk": 677, + "fields": { + "schema": 34, + "order": 89, + "alias": "P35", + "cst_type": "predicate", + "convention": "", + "term_raw": "полугруппа", + "term_resolved": "полугруппа", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬ((R1×R1)×R1)] P29[α, σ] & P30[σ]", + "definition_raw": "ассоциативный группоид", + "definition_resolved": "ассоциативный группоид" + } +}, +{ + "model": "rsform.constituenta", + "pk": 678, + "fields": { + "schema": 34, + "order": 90, + "alias": "P36", + "cst_type": "predicate", + "convention": "", + "term_raw": "моноид", + "term_resolved": "моноид", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬ((R1×R1)×R1)] P29[α, σ] & P30[σ] & card(F43[σ]) > 0", + "definition_raw": "полугруппа, в которой существует нейтральный элемент", + "definition_resolved": "полугруппа, в которой существует нейтральный элемент" + } +}, +{ + "model": "rsform.constituenta", + "pk": 679, + "fields": { + "schema": 34, + "order": 91, + "alias": "P37", + "cst_type": "predicate", + "convention": "", + "term_raw": "группа", + "term_resolved": "группа", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬ((R1×R1)×R1)] P29[α, σ] & P30[σ] & card(F43[σ]) > 0 & ∀ξ∈α card(F45[ξ, σ]) > 0", + "definition_raw": "моноид, в котором для каждого элемента существует обратный", + "definition_resolved": "моноид, в котором для каждого элемента существует обратный" + } +}, +{ + "model": "rsform.constituenta", + "pk": 680, + "fields": { + "schema": 34, + "order": 92, + "alias": "P38", + "cst_type": "predicate", + "convention": "", + "term_raw": "абелева группа", + "term_resolved": "абелева группа", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬ((R1×R1)×R1)] P29[α, σ] & P30[σ] & card(F43[σ]) > 0 & ∀ξ∈α card(F45[ξ, σ]) > 0 & P31[σ]", + "definition_raw": "коммутативная группа", + "definition_resolved": "коммутативная группа" + } +}, +{ + "model": "rsform.constituenta", + "pk": 681, + "fields": { + "schema": 34, + "order": 93, + "alias": "T9", + "cst_type": "theorem", + "convention": "Условия для \"левых\" и \"правых\" свойств через конкатенацию\nОперации по умолчанию считаются группоидами", + "term_raw": "Кольца", + "term_resolved": "Кольца", + "term_forms": [], + "definition_formal": "T8", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 682, + "fields": { + "schema": 34, + "order": 94, + "alias": "P39", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство дистрибутивности φψ", + "term_resolved": "свойство дистрибутивности φψ", + "term_forms": [], + "definition_formal": "[φ∈ℬ((R1×R1)×R1), ψ∈ℬ((R1×R1)×R1)] ∀α,β,γ∈Pr1(Pr1(φ)) (\n F41[α, F41[β, γ, φ], ψ] = F41[F41[α, β, ψ], F41[α, γ, ψ], φ] &\n F41[F41[α, β, φ], γ, ψ] = F41[F41[α, γ, ψ], F41[β, γ, ψ], φ]\n)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 683, + "fields": { + "schema": 34, + "order": 95, + "alias": "P40", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство поглощения φψ", + "term_resolved": "свойство поглощения φψ", + "term_forms": [], + "definition_formal": "[φ∈ℬ((R1×R1)×R1), ψ∈ℬ((R1×R1)×R1)] ∀α,β∈Pr1(Pr1(φ)) (\n F41[α, F41[α, β, φ], ψ] = α & F41[F41[α, β, φ], α, ψ] = α &\n F41[α, F41[β, α, φ], ψ] = α & F41[F41[β, α, φ], α, ψ] = α\n)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 684, + "fields": { + "schema": 34, + "order": 96, + "alias": "P41", + "cst_type": "predicate", + "convention": "", + "term_raw": "полукольцо", + "term_resolved": "полукольцо", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), φ∈ℬ((R1×R1)×R1), ψ∈ℬ((R1×R1)×R1)]\nP36[α, φ] & P31[φ] & P35[α, ψ] & P39[φ, ψ]", + "definition_raw": "сложение – моноид + коммутативность; умножение – полугруппа; дистрибутивность сложения относительно умножения", + "definition_resolved": "сложение – моноид + коммутативность; умножение – полугруппа; дистрибутивность сложения относительно умножения" + } +}, +{ + "model": "rsform.constituenta", + "pk": 685, + "fields": { + "schema": 34, + "order": 97, + "alias": "P42", + "cst_type": "predicate", + "convention": "", + "term_raw": "кольцо", + "term_resolved": "кольцо", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), φ∈ℬ((R1×R1)×R1), ψ∈ℬ((R1×R1)×R1)]\nP38[α, φ] & P35[α, ψ] & P39[φ, ψ]", + "definition_raw": "полукольцо, в котором для умножения существуют обратные элементы", + "definition_resolved": "полукольцо, в котором для умножения существуют обратные элементы" + } +}, +{ + "model": "rsform.constituenta", + "pk": 686, + "fields": { + "schema": 34, + "order": 98, + "alias": "P43", + "cst_type": "predicate", + "convention": "", + "term_raw": "тело", + "term_resolved": "тело", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), φ∈ℬ((R1×R1)×R1), ψ∈ℬ((R1×R1)×R1)]\nP38[α, φ] & P35[α, ψ] & P39[φ, ψ] & \ncard(F43[ψ]) > 0 & ∀ξ∈α\\F43[φ] card(F45[ξ, ψ]) > 0", + "definition_raw": "кольцо, в котором умножение обладает нейтральным элементов и обратными элементами для всех элементов, кроме нейтральных элементов сложения", + "definition_resolved": "кольцо, в котором умножение обладает нейтральным элементов и обратными элементами для всех элементов, кроме нейтральных элементов сложения" + } +}, +{ + "model": "rsform.constituenta", + "pk": 687, + "fields": { + "schema": 34, + "order": 99, + "alias": "P44", + "cst_type": "predicate", + "convention": "", + "term_raw": "поле", + "term_resolved": "поле", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), φ∈ℬ((R1×R1)×R1), ψ∈ℬ((R1×R1)×R1)] \nP38[α, φ] & P35[α, ψ] & P31[ψ] & P39[φ, ψ] & \ncard(F43[ψ]) > 0 & ∀ξ∈α\\F43[φ] card(F45[ξ, ψ]) > 0", + "definition_raw": "тело, в котором умножение обладает коммутативностью", + "definition_resolved": "тело, в котором умножение обладает коммутативностью" + } +}, +{ + "model": "rsform.constituenta", + "pk": 688, + "fields": { + "schema": 34, + "order": 100, + "alias": "P45", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство покрытия", + "term_resolved": "свойство покрытия", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬℬ(R1)] α⊆red(σ)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 689, + "fields": { + "schema": 34, + "order": 101, + "alias": "P46", + "cst_type": "predicate", + "convention": "", + "term_raw": "алгебраическая решетка", + "term_resolved": "алгебраическая решетка", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), φ∈ℬ((R1×R1)×R1), ψ∈ℬ((R1×R1)×R1)] \nP35[α, φ] & P31[φ] & P35[α, ψ] & P31[ψ] & P40[φ, ψ] & P40[ψ, φ]", + "definition_raw": "обе операции - коммутативные полугруппы с идемпотентностью и взаимным поглощением", + "definition_resolved": "обе операции - коммутативные полугруппы с идемпотентностью и взаимным поглощением" + } +}, +{ + "model": "rsform.constituenta", + "pk": 690, + "fields": { + "schema": 34, + "order": 102, + "alias": "T10", + "cst_type": "theorem", + "convention": "", + "term_raw": "Множества подмножеств", + "term_resolved": "Множества подмножеств", + "term_forms": [], + "definition_formal": "", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 691, + "fields": { + "schema": 34, + "order": 103, + "alias": "P47", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство попарного непересечения", + "term_resolved": "свойство попарного непересечения", + "term_forms": [], + "definition_formal": "[σ∈ℬℬ(R1)] ∀α,β∈σ (α≠β ⇒ α∩β=∅)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 692, + "fields": { + "schema": 34, + "order": 104, + "alias": "P48", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство замкнутости по объединению", + "term_resolved": "свойство замкнутости по объединению", + "term_forms": [], + "definition_formal": "[σ∈ℬℬ(R1)] ∀α,β∈σ α∪β∈σ", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 693, + "fields": { + "schema": 34, + "order": 105, + "alias": "P49", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство замкнутости по пересечению", + "term_resolved": "свойство замкнутости по пересечению", + "term_forms": [], + "definition_formal": "[σ∈ℬℬ(R1)] ∀α,β∈σ α∩β∈σ", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 694, + "fields": { + "schema": 34, + "order": 106, + "alias": "P50", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство замкнутости по надмножеству", + "term_resolved": "свойство замкнутости по надмножеству", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬℬ(R1)] ∀ξ∈σ (ξ≠∅ ⇒ ∀δ∈α\\ξ ξ∪{δ}∈σ)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 695, + "fields": { + "schema": 34, + "order": 107, + "alias": "P51", + "cst_type": "predicate", + "convention": "", + "term_raw": "свойство полноты подмножеств", + "term_resolved": "свойство полноты подмножеств", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬℬ(R1)] ∀ξ∈ℬ(α) ¬(ξ∈σ ⇔ α\\ξ∈σ)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 696, + "fields": { + "schema": 34, + "order": 108, + "alias": "P52", + "cst_type": "predicate", + "convention": "", + "term_raw": "разбиение", + "term_resolved": "разбиение", + "term_forms": [], + "definition_formal": "[α∈ℬ(R1), σ∈ℬℬ(R1)] α⊆red(σ) & ∀ξ1,ξ2∈σ (ξ1≠ξ2 ⇒ ξ1∩ξ2=∅)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 697, + "fields": { + "schema": 34, + "order": 109, + "alias": "F47", + "cst_type": "function", + "convention": "", + "term_raw": "множество-пересечение", + "term_resolved": "множество-пересечение", + "term_forms": [], + "definition_formal": "[σ∈ℬℬ(R1)] D{ξ∈red(σ) | ∀β∈σ (ξ∈β)}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 698, + "fields": { + "schema": 34, + "order": 110, + "alias": "P53", + "cst_type": "predicate", + "convention": "", + "term_raw": "вложенные подмножества", + "term_resolved": "вложенные подмножества", + "term_forms": [], + "definition_formal": "[σ∈ℬℬ(R1)] ∀α,β∈σ (card(α)≤card(β) ⇒ α⊆β)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 699, + "fields": { + "schema": 34, + "order": 111, + "alias": "P54", + "cst_type": "predicate", + "convention": "", + "term_raw": "вложенные подмножества (декларативно)", + "term_resolved": "вложенные подмножества (декларативно)", + "term_forms": [], + "definition_formal": "[σ∈ℬℬ(R1)] ∀γ∈ℬ(σ) (σ≠∅ ⇒ red(σ)∈σ)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 700, + "fields": { + "schema": 35, + "order": 1, + "alias": "X1", + "cst_type": "basic", + "convention": "", + "term_raw": "элементы", + "term_resolved": "элементы", + "term_forms": [], + "definition_formal": "", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 701, + "fields": { + "schema": 35, + "order": 2, + "alias": "S1", + "cst_type": "structure", + "convention": "", + "term_raw": "операция", + "term_resolved": "операция", + "term_forms": [], + "definition_formal": "ℬ((X1×X1)×X1)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 702, + "fields": { + "schema": 35, + "order": 3, + "alias": "F1", + "cst_type": "function", + "convention": "", + "term_raw": "результат операции для данных аргументов", + "term_resolved": "результат операции для данных аргументов", + "term_forms": [], + "definition_formal": "[α∈X1, β∈X1] debool(Pr2(Fi1[{(α,β)}](S1)))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 703, + "fields": { + "schema": 35, + "order": 4, + "alias": "A1", + "cst_type": "axiom", + "convention": "", + "term_raw": "свойство замкнутости", + "term_resolved": "свойство замкнутости", + "term_forms": [], + "definition_formal": "Pr1(S1) = X1×X1 & card(S1) = card(Pr1(S1))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 704, + "fields": { + "schema": 35, + "order": 5, + "alias": "A2", + "cst_type": "axiom", + "convention": "", + "term_raw": "свойство ассоциативности", + "term_resolved": "свойство ассоциативности", + "term_forms": [], + "definition_formal": "∀α,β,γ∈X1 F1[F1[α,β],γ]=F1[α,F1[β,γ]]", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 705, + "fields": { + "schema": 35, + "order": 6, + "alias": "D1", + "cst_type": "term", + "convention": "", + "term_raw": "нейтральные элементы", + "term_resolved": "нейтральные элементы", + "term_forms": [], + "definition_formal": "D{ξ∈X1 | ∀α∈X1 F1[ξ,α]=α}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 706, + "fields": { + "schema": 35, + "order": 7, + "alias": "A3", + "cst_type": "axiom", + "convention": "", + "term_raw": "существование нейтрального элемента", + "term_resolved": "существование нейтрального элемента", + "term_forms": [], + "definition_formal": "card(D1)>0", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 707, + "fields": { + "schema": 35, + "order": 8, + "alias": "F2", + "cst_type": "function", + "convention": "", + "term_raw": "обратный данному элементу элемент", + "term_resolved": "обратный данному элементу элемент", + "term_forms": [], + "definition_formal": "[αα∈X1] D{αω∈X1 | F1[αα,αω]∈D1 & F1[αω,αα]∈D1}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 708, + "fields": { + "schema": 35, + "order": 9, + "alias": "D3", + "cst_type": "term", + "convention": "", + "term_raw": "инвариантные элементы", + "term_resolved": "инвариантные элементы", + "term_forms": [], + "definition_formal": "D{ξ∈X1 | ∀α∈X1 F1[ξ,α]=ξ}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 709, + "fields": { + "schema": 35, + "order": 10, + "alias": "A4", + "cst_type": "axiom", + "convention": "", + "term_raw": "существования всех обратных элементов", + "term_resolved": "существования всех обратных элементов", + "term_forms": [], + "definition_formal": "∀α∈X1 card(F2[α])>0", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 710, + "fields": { + "schema": 35, + "order": 11, + "alias": "D2", + "cst_type": "term", + "convention": "", + "term_raw": "коммутативные совокупности аргументов", + "term_resolved": "коммутативные совокупности аргументов", + "term_forms": [], + "definition_formal": "I{{α, β} | α:∈X1; β:∈X1; α≠β; F1[α,β]=F1[β,α]}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 711, + "fields": { + "schema": 35, + "order": 12, + "alias": "A5", + "cst_type": "axiom", + "convention": "", + "term_raw": "условие коммутативности", + "term_resolved": "условие коммутативности", + "term_forms": [], + "definition_formal": "∀α,β∈X1 F1[α,β]=F1[β,α]", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 712, + "fields": { + "schema": 35, + "order": 13, + "alias": "A6", + "cst_type": "axiom", + "convention": "", + "term_raw": "условие идемпотентности", + "term_resolved": "условие идемпотентности", + "term_forms": [], + "definition_formal": "∀α∈X1 F1[α,α]=α", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 713, + "fields": { + "schema": 36, + "order": 1, + "alias": "X1", + "cst_type": "basic", + "convention": "", + "term_raw": "элементы", + "term_resolved": "элементы", + "term_forms": [], + "definition_formal": "", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 714, + "fields": { + "schema": 36, + "order": 2, + "alias": "S1", + "cst_type": "structure", + "convention": "", + "term_raw": "операция И", + "term_resolved": "операция И", + "term_forms": [], + "definition_formal": "ℬ((X1×X1)×X1)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 715, + "fields": { + "schema": 36, + "order": 3, + "alias": "S2", + "cst_type": "structure", + "convention": "", + "term_raw": "операция ИЛИ", + "term_resolved": "операция ИЛИ", + "term_forms": [], + "definition_formal": "ℬ((X1×X1)×X1)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 716, + "fields": { + "schema": 36, + "order": 4, + "alias": "S3", + "cst_type": "structure", + "convention": "", + "term_raw": "операция НЕ", + "term_resolved": "операция НЕ", + "term_forms": [], + "definition_formal": "ℬ(X1×X1)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 717, + "fields": { + "schema": 36, + "order": 5, + "alias": "S4", + "cst_type": "structure", + "convention": "", + "term_raw": "значение ИСТИНА", + "term_resolved": "значение ИСТИНА", + "term_forms": [], + "definition_formal": "X1", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 718, + "fields": { + "schema": 36, + "order": 6, + "alias": "S5", + "cst_type": "structure", + "convention": "", + "term_raw": "значение ЛОЖЬ", + "term_resolved": "значение ЛОЖЬ", + "term_forms": [], + "definition_formal": "X1", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 719, + "fields": { + "schema": 36, + "order": 7, + "alias": "F2", + "cst_type": "function", + "convention": "", + "term_raw": "результат операции И для данных аргументов", + "term_resolved": "результат операции И для данных аргументов", + "term_forms": [], + "definition_formal": "[α∈X1, β∈X1] debool(Pr2(Fi1[{(α,β)}](S1)))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 720, + "fields": { + "schema": 36, + "order": 8, + "alias": "F3", + "cst_type": "function", + "convention": "", + "term_raw": "результат операции ИЛИ для данных аргументов", + "term_resolved": "результат операции ИЛИ для данных аргументов", + "term_forms": [], + "definition_formal": "[α∈X1, β∈X1] debool(Pr2(Fi1[{(α,β)}](S2)))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 721, + "fields": { + "schema": 36, + "order": 9, + "alias": "F4", + "cst_type": "function", + "convention": "", + "term_raw": "результат операции НЕ для данного аргумента", + "term_resolved": "результат операции НЕ для данного аргумента", + "term_forms": [], + "definition_formal": "[α∈X1] debool(Pr2(Fi1[{α}](S3)))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 722, + "fields": { + "schema": 36, + "order": 10, + "alias": "P1", + "cst_type": "predicate", + "convention": "", + "term_raw": "прямая однозначность", + "term_resolved": "прямая однозначность", + "term_forms": [], + "definition_formal": "[σ∈ℬ(R1×R2)] ∀α∈Pr1(σ) card(Pr2(Fi1[{α}](σ))) = 1", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 723, + "fields": { + "schema": 36, + "order": 11, + "alias": "P2", + "cst_type": "predicate", + "convention": "", + "term_raw": "идемпотентность", + "term_resolved": "идемпотентность", + "term_forms": [], + "definition_formal": "[σ∈ℬ((R1×R1)×R1)] ∀α∈Pr1(Pr1(σ)) ((α,α),α)∈σ", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 724, + "fields": { + "schema": 36, + "order": 12, + "alias": "P3", + "cst_type": "predicate", + "convention": "", + "term_raw": "коммутативность", + "term_resolved": "коммутативность", + "term_forms": [], + "definition_formal": "[σ∈ℬ((R1×R1)×R1)] ∀((α1,α2),γ)∈σ ((α2,α1),γ)∈σ", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 725, + "fields": { + "schema": 36, + "order": 13, + "alias": "P4", + "cst_type": "predicate", + "convention": "", + "term_raw": "ассоциативность", + "term_resolved": "ассоциативность", + "term_forms": [], + "definition_formal": "[σ∈ℬ((R1×R1)×R1)] \n∀α1,α2,α3∈Pr1(Pr1(σ)) F1[(F1[(α1, α2),σ],α3),σ] = F1[(α1,F1[(α2, α3), σ]),σ]", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 726, + "fields": { + "schema": 36, + "order": 14, + "alias": "P5", + "cst_type": "predicate", + "convention": "", + "term_raw": "поглощение бинарных операций", + "term_resolved": "поглощение бинарных операций", + "term_forms": [], + "definition_formal": "[σ1∈ℬ((R1×R1)×R1), σ2∈ℬ((R1×R1)×R1)] \n∀(α1,α2)∈Pr1(σ1) F1[(F1[(α1, α2),σ1],α1),σ2] = α1", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 727, + "fields": { + "schema": 36, + "order": 15, + "alias": "A1", + "cst_type": "axiom", + "convention": "", + "term_raw": "@{P1|nomn,sing} @{S1|gent,sing}", + "term_resolved": "прямая однозначность операции И", + "term_forms": [], + "definition_formal": "P1[S1]", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 728, + "fields": { + "schema": 36, + "order": 16, + "alias": "A2", + "cst_type": "axiom", + "convention": "", + "term_raw": "@{P1|nomn,sing} @{S2|gent,sing}", + "term_resolved": "прямая однозначность операции ИЛИ", + "term_forms": [], + "definition_formal": "P1[S2]", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 729, + "fields": { + "schema": 36, + "order": 17, + "alias": "A3", + "cst_type": "axiom", + "convention": "", + "term_raw": "@{P2|nomn,sing} @{S1|gent,sing}", + "term_resolved": "идемпотентность операции И", + "term_forms": [], + "definition_formal": "P2[S1]", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 730, + "fields": { + "schema": 36, + "order": 18, + "alias": "A4", + "cst_type": "axiom", + "convention": "", + "term_raw": "@{P2|nomn,sing} @{S2|gent,sing}", + "term_resolved": "идемпотентность операции ИЛИ", + "term_forms": [], + "definition_formal": "P2[S2]", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 731, + "fields": { + "schema": 36, + "order": 19, + "alias": "A5", + "cst_type": "axiom", + "convention": "", + "term_raw": "@{P3|nomn,sing} @{S1|gent,sing}", + "term_resolved": "коммутативность операции И", + "term_forms": [], + "definition_formal": "P3[S1]", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 732, + "fields": { + "schema": 36, + "order": 20, + "alias": "A6", + "cst_type": "axiom", + "convention": "", + "term_raw": "@{P3|nomn,sing} @{S2|gent,sing}", + "term_resolved": "коммутативность операции ИЛИ", + "term_forms": [], + "definition_formal": "P3[S2]", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 733, + "fields": { + "schema": 36, + "order": 21, + "alias": "A7", + "cst_type": "axiom", + "convention": "", + "term_raw": "@{P4|nomn,sing} @{S1|gent,sing}", + "term_resolved": "ассоциативность операции И", + "term_forms": [], + "definition_formal": "P4[S1]", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 734, + "fields": { + "schema": 36, + "order": 22, + "alias": "A8", + "cst_type": "axiom", + "convention": "", + "term_raw": "@{P4|nomn,sing} @{S2|gent,sing}", + "term_resolved": "ассоциативность операции ИЛИ", + "term_forms": [], + "definition_formal": "P4[S2]", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 735, + "fields": { + "schema": 36, + "order": 23, + "alias": "A9", + "cst_type": "axiom", + "convention": "", + "term_raw": "поглощение @{S1|gent,sing} @{S2|ablt,sing}", + "term_resolved": "поглощение операции И операцией ИЛИ", + "term_forms": [], + "definition_formal": "P5[S1,S2]", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 736, + "fields": { + "schema": 36, + "order": 24, + "alias": "A10", + "cst_type": "axiom", + "convention": "", + "term_raw": "поглощение @{S2|gent,sing} @{S1|ablt,sing}", + "term_resolved": "поглощение операции ИЛИ операцией И", + "term_forms": [], + "definition_formal": "P5[S2,S1]", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 737, + "fields": { + "schema": 37, + "order": 1, + "alias": "X1", + "cst_type": "basic", + "convention": "Различимые в предметной области люди", + "term_raw": "индивиды", + "term_resolved": "индивиды", + "term_forms": [], + "definition_formal": "", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 738, + "fields": { + "schema": 37, + "order": 2, + "alias": "S1", + "cst_type": "structure", + "convention": "Пол человека устанавливается в соответствии с документами", + "term_raw": "мужчины", + "term_resolved": "мужчины", + "term_forms": [], + "definition_formal": "ℬ(X1)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 739, + "fields": { + "schema": 37, + "order": 3, + "alias": "S2", + "cst_type": "structure", + "convention": "Пол человека устанавливается в соответствии с документами", + "term_raw": "женщины", + "term_resolved": "женщины", + "term_forms": [], + "definition_formal": "ℬ(X1)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 740, + "fields": { + "schema": 37, + "order": 4, + "alias": "A1", + "cst_type": "axiom", + "convention": "", + "term_raw": "условие разбиения индивидов на @{S1|gent,plur} и @{S2|gent,plur}", + "term_resolved": "условие разбиения индивидов на мужчин и женщин", + "term_forms": [], + "definition_formal": "S1∪S2=X1 & S1∩S2=∅", + "definition_raw": "каждый индивид является либо мужчиной либо женщиной", + "definition_resolved": "каждый индивид является либо мужчиной либо женщиной" + } +}, +{ + "model": "rsform.constituenta", + "pk": 741, + "fields": { + "schema": 37, + "order": 5, + "alias": "S3", + "cst_type": "structure", + "convention": "устанавливается на основе документов, подтверждающих факт рождения или паспорта родителя", + "term_raw": "отношение @{D2|nomn,sing} - @{D1|nomn,sing}", + "term_resolved": "отношение родитель - ребёнок", + "term_forms": [ + { + "tags": "sing,ablt", + "text": "отношением родитель - ребёнок" + }, + { + "tags": "sing,accs", + "text": "отношение родитель - ребёнок" + }, + { + "tags": "sing,datv", + "text": "отношению родитель - ребёнок" + }, + { + "tags": "sing,gent", + "text": "отношения родитель - ребёнок" + }, + { + "tags": "sing,nomn", + "text": "отношение родитель - ребёнок" + }, + { + "tags": "sing,loct", + "text": "отношение родителе - ребёнок" + }, + { + "tags": "plur,nomn", + "text": "отношение родители - ребёнок" + }, + { + "tags": "plur,gent", + "text": "отношение родителей - ребёнок" + }, + { + "tags": "plur,datv", + "text": "отношение родителям - ребёнок" + }, + { + "tags": "plur,accs", + "text": "отношение родителей - ребёнок" + }, + { + "tags": "plur,ablt", + "text": "отношение родителями - ребёнок" + }, + { + "tags": "plur,loct", + "text": "отношение родителях - ребёнок" + } + ], + "definition_formal": "ℬ(X1×X1)", + "definition_raw": "множество пар: @{D2|nomn,sing} и его @{D1|nomn,sing}", + "definition_resolved": "множество пар: родитель и его ребёнок" + } +}, +{ + "model": "rsform.constituenta", + "pk": 742, + "fields": { + "schema": 37, + "order": 6, + "alias": "D1", + "cst_type": "term", + "convention": "", + "term_raw": "дети", + "term_resolved": "дети", + "term_forms": [], + "definition_formal": "Pr2(S3)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 743, + "fields": { + "schema": 37, + "order": 7, + "alias": "D2", + "cst_type": "term", + "convention": "", + "term_raw": "родители", + "term_resolved": "родители", + "term_forms": [], + "definition_formal": "Pr1(S3)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 744, + "fields": { + "schema": 37, + "order": 8, + "alias": "F1", + "cst_type": "function", + "convention": "", + "term_raw": "@{D2|nomn,plur} @{X1|sing,gent}", + "term_resolved": "родители индивида", + "term_forms": [], + "definition_formal": "[α∈X1] Pr1(Fi2[{α}](S3))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 745, + "fields": { + "schema": 37, + "order": 9, + "alias": "F2", + "cst_type": "function", + "convention": "", + "term_raw": "@{D2|nomn,plur} группы @{X1|gent,plur}", + "term_resolved": "родители группы индивидов", + "term_forms": [], + "definition_formal": "[α∈ℬ(X1)] Pr1(Fi2[α](S3))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 746, + "fields": { + "schema": 37, + "order": 10, + "alias": "F3", + "cst_type": "function", + "convention": "", + "term_raw": "@{D1|nomn,plur} @{X1|gent,sing}", + "term_resolved": "дети индивида", + "term_forms": [], + "definition_formal": "[α∈X1] Pr2(Fi1[{α}](S3))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 747, + "fields": { + "schema": 37, + "order": 11, + "alias": "F4", + "cst_type": "function", + "convention": "", + "term_raw": "@{D1|nomn,plur} группы @{X1|gent,plur}", + "term_resolved": "дети группы индивидов", + "term_forms": [], + "definition_formal": "[α∈ℬ(X1)] Pr2(Fi1[α](S3))", + "definition_raw": "совокупность @{D1|plur,gent}, одним из родителей которых является индивиди из данной группы индивидов", + "definition_resolved": "совокупность детей, одним из родителей которых является индивиди из данной группы индивидов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 748, + "fields": { + "schema": 37, + "order": 12, + "alias": "F5", + "cst_type": "function", + "convention": "", + "term_raw": "сиблинги", + "term_resolved": "сиблинги", + "term_forms": [ + { + "tags": "plur,gent", + "text": "сиблингов" + } + ], + "definition_formal": "[α∈X1] Pr2(Fi1[F1[α]](S3))\\{α}", + "definition_raw": "@{D1|plur,nomn} @{D2|plur,gent} данного @{X1|sing,gent} за исключением его самого", + "definition_resolved": "дети родителей данного индивида за исключением его самого" + } +}, +{ + "model": "rsform.constituenta", + "pk": 749, + "fields": { + "schema": 37, + "order": 13, + "alias": "F6", + "cst_type": "function", + "convention": "", + "term_raw": "@{F5|nomn,plur} группы @{X1|gent,plur}", + "term_resolved": "сиблинги группы индивидов", + "term_forms": [], + "definition_formal": "[α∈ℬ(X1)] Pr2(Fi1[F2[α]](S3))\\α", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 750, + "fields": { + "schema": 37, + "order": 14, + "alias": "F7", + "cst_type": "function", + "convention": "", + "term_raw": "прадети", + "term_resolved": "прадети", + "term_forms": [], + "definition_formal": "[α∈X1] F4[F3[α]]", + "definition_raw": "@{D1|nomn,plur} @{F3|gent,plur}", + "definition_resolved": "дети детей индивида" + } +}, +{ + "model": "rsform.constituenta", + "pk": 751, + "fields": { + "schema": 37, + "order": 15, + "alias": "F8", + "cst_type": "function", + "convention": "", + "term_raw": "прародители", + "term_resolved": "прародители", + "term_forms": [], + "definition_formal": "[α∈X1] F2[F1[α]]", + "definition_raw": "@{D2|nomn,plur} @{D2|gent,plur} данного @{X1|sing,gent}", + "definition_resolved": "родители родителей данного индивида" + } +}, +{ + "model": "rsform.constituenta", + "pk": 752, + "fields": { + "schema": 37, + "order": 16, + "alias": "S4", + "cst_type": "structure", + "convention": "действующие браки", + "term_raw": "браки", + "term_resolved": "браки", + "term_forms": [], + "definition_formal": "ℬ(S1×S2)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 753, + "fields": { + "schema": 37, + "order": 17, + "alias": "D3", + "cst_type": "term", + "convention": "", + "term_raw": "мужья", + "term_resolved": "мужья", + "term_forms": [], + "definition_formal": "Pr1(S4)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 754, + "fields": { + "schema": 37, + "order": 18, + "alias": "D4", + "cst_type": "term", + "convention": "", + "term_raw": "жены", + "term_resolved": "жены", + "term_forms": [], + "definition_formal": "Pr2(S4)", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 755, + "fields": { + "schema": 37, + "order": 19, + "alias": "D5", + "cst_type": "term", + "convention": "", + "term_raw": "супруги", + "term_resolved": "супруги", + "term_forms": [], + "definition_formal": "Pr1(S4)∪Pr2(S4)", + "definition_raw": "множество множеств @{X1|gent,plur}, состоящих в @{S4|loct,sing}", + "definition_resolved": "множество множеств индивидов, состоящих в браке" + } +}, +{ + "model": "rsform.constituenta", + "pk": 756, + "fields": { + "schema": 37, + "order": 20, + "alias": "A2", + "cst_type": "axiom", + "convention": "", + "term_raw": "единственность @{S4|gent,plur}", + "term_resolved": "единственность браков", + "term_forms": [], + "definition_formal": "card(S4)=card(D3) & card(S4)=card(D4)", + "definition_raw": "каждый @{X1|nomn,sing} может состоять только в одном @{S4|loct,sing}", + "definition_resolved": "каждый индивид может состоять только в одном браке" + } +}, +{ + "model": "rsform.constituenta", + "pk": 757, + "fields": { + "schema": 37, + "order": 21, + "alias": "F9", + "cst_type": "function", + "convention": "", + "term_raw": "@{D3|nomn,sing} @{D4|gent,sing}", + "term_resolved": "муж жены", + "term_forms": [], + "definition_formal": "[α∈D4] debool(F11[{α}])", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 758, + "fields": { + "schema": 37, + "order": 22, + "alias": "F10", + "cst_type": "function", + "convention": "", + "term_raw": "@{D4|nomn,sing} @{D3|gent,sing}", + "term_resolved": "жена мужа", + "term_forms": [], + "definition_formal": "[α∈D3] debool(F12[{α}])", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 759, + "fields": { + "schema": 37, + "order": 23, + "alias": "F11", + "cst_type": "function", + "convention": "", + "term_raw": "@{D3|nomn,plur} группы @{X1|gent,plur}", + "term_resolved": "мужья группы индивидов", + "term_forms": [], + "definition_formal": "[α∈ℬ(X1)] Pr1(Fi2[α](S4))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 760, + "fields": { + "schema": 37, + "order": 24, + "alias": "F12", + "cst_type": "function", + "convention": "", + "term_raw": "@{D4|nomn,plur} группы @{X1|gent,plur}", + "term_resolved": "жены группы индивидов", + "term_forms": [], + "definition_formal": "[α∈ℬ(X1)] Pr2(Fi1[α](S4))", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 761, + "fields": { + "schema": 37, + "order": 25, + "alias": "F13", + "cst_type": "function", + "convention": "", + "term_raw": "@{D5|nomn,plur} группы @{X1|gent,plur}", + "term_resolved": "супруги группы индивидов", + "term_forms": [], + "definition_formal": "[α∈ℬ(X1)] F11[α]∪F12[α]", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 762, + "fields": { + "schema": 37, + "order": 26, + "alias": "F14", + "cst_type": "function", + "convention": "", + "term_raw": "потомки", + "term_resolved": "потомки", + "term_forms": [], + "definition_formal": "[α∈X1] R{ξ:=F3[α] | ξ∪F4[ξ]}", + "definition_raw": "@{D1|nomn,plur} данного @{X1|sing,gent} или @{D1|nomn,plur} его @{F14|gent,plur}", + "definition_resolved": "дети данного индивида или дети его потомков" + } +}, +{ + "model": "rsform.constituenta", + "pk": 763, + "fields": { + "schema": 37, + "order": 27, + "alias": "F15", + "cst_type": "function", + "convention": "", + "term_raw": "@{F14|nomn,plur} данной группы @{X1|gent,plur}", + "term_resolved": "потомки данной группы индивидов", + "term_forms": [], + "definition_formal": "[α∈ℬ(X1)] R{ξ:=F4[α] | ξ∪F4[ξ]}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 764, + "fields": { + "schema": 37, + "order": 28, + "alias": "A3", + "cst_type": "axiom", + "convention": "", + "term_raw": "ацикличность @{S3|sing,gent}", + "term_resolved": "ацикличность отношение родителя - ребёнок", + "term_forms": [], + "definition_formal": "∀ξ∈X1 ξ∉F14[ξ]", + "definition_raw": "@{X1|sing,nomn} не может быть своим @{F14|sing,ablt}", + "definition_resolved": "индивид не может быть своим потомком" + } +}, +{ + "model": "rsform.constituenta", + "pk": 765, + "fields": { + "schema": 37, + "order": 29, + "alias": "D6", + "cst_type": "term", + "convention": "", + "term_raw": "отцы", + "term_resolved": "отцы", + "term_forms": [], + "definition_formal": "D2∩S1", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 766, + "fields": { + "schema": 37, + "order": 30, + "alias": "D7", + "cst_type": "term", + "convention": "", + "term_raw": "матери", + "term_resolved": "матери", + "term_forms": [ + { + "tags": "sing,nomn", + "text": "мать" + } + ], + "definition_formal": "D2∩S2", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 767, + "fields": { + "schema": 37, + "order": 31, + "alias": "F16", + "cst_type": "function", + "convention": "", + "term_raw": "@{D6|nomn,plur} группы @{X1|gent,plur}", + "term_resolved": "отцы группы индивидов", + "term_forms": [], + "definition_formal": "[α∈ℬ(X1)] F2[α]∩S1", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 768, + "fields": { + "schema": 37, + "order": 32, + "alias": "F17", + "cst_type": "function", + "convention": "", + "term_raw": "@{D6|nomn,plur} @{X1|sing,gent}", + "term_resolved": "отцы индивида", + "term_forms": [], + "definition_formal": "[α∈X1] F1[α]∩S1", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 769, + "fields": { + "schema": 37, + "order": 33, + "alias": "F18", + "cst_type": "function", + "convention": "", + "term_raw": "@{D7|nomn,plur} @{X1|gent,sing}", + "term_resolved": "матери индивида", + "term_forms": [], + "definition_formal": "[α∈X1] F1[α]∩S2", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 770, + "fields": { + "schema": 37, + "order": 34, + "alias": "F19", + "cst_type": "function", + "convention": "", + "term_raw": "@{D7|nomn,plur} группы @{X1|gent,plur}", + "term_resolved": "матери группы индивидов", + "term_forms": [], + "definition_formal": "[α∈ℬ(X1)] F2[α]∩S2", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 771, + "fields": { + "schema": 37, + "order": 35, + "alias": "D8", + "cst_type": "term", + "convention": "", + "term_raw": "сироты", + "term_resolved": "сироты", + "term_forms": [], + "definition_formal": "X1\\D1", + "definition_raw": "@{X1|plur,nomn}, не имеющие являющиеся @{D1|plur,ablt}", + "definition_resolved": "индивиды, не имеющие являющиеся детьми" + } +}, +{ + "model": "rsform.constituenta", + "pk": 772, + "fields": { + "schema": 37, + "order": 36, + "alias": "A4", + "cst_type": "axiom", + "convention": "", + "term_raw": "ограничение @{D2|plur,gent}", + "term_resolved": "ограничение родителей", + "term_forms": [], + "definition_formal": "∀α∈X1 (card(F17[α])≤1 & card(F18[α])≤1)", + "definition_raw": "у @{D1|sing,gent} может быть максимум один @{D6|sing,nomn} и одна @{D7|sing,nomn}", + "definition_resolved": "у ребёнка может быть максимум один отец и одна мать" + } +}, +{ + "model": "rsform.constituenta", + "pk": 773, + "fields": { + "schema": 37, + "order": 37, + "alias": "F20", + "cst_type": "function", + "convention": "", + "term_raw": "сыновья", + "term_resolved": "сыновья", + "term_forms": [ + { + "tags": "plur,gent", + "text": "сыновей" + } + ], + "definition_formal": "[α∈X1] F3[α]∩S1", + "definition_raw": "@{D1|plur,nomn} данного @{X1|sing,gent}, являющиеся @{S1|plur,ablt}", + "definition_resolved": "дети данного индивида, являющиеся мужчинами" + } +}, +{ + "model": "rsform.constituenta", + "pk": 774, + "fields": { + "schema": 37, + "order": 38, + "alias": "F21", + "cst_type": "function", + "convention": "", + "term_raw": "@{F20|nomn,plur} группы @{X1|gent,plur}", + "term_resolved": "сыновья группы индивидов", + "term_forms": [], + "definition_formal": "[α∈ℬ(X1)] F4[α]∩S1", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 775, + "fields": { + "schema": 37, + "order": 39, + "alias": "F22", + "cst_type": "function", + "convention": "", + "term_raw": "дочери", + "term_resolved": "дочери", + "term_forms": [], + "definition_formal": "[α∈X1] F3[α]∩S2", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 776, + "fields": { + "schema": 37, + "order": 40, + "alias": "F23", + "cst_type": "function", + "convention": "", + "term_raw": "@{F22|nomn,plur} группы @{X1|gent,plur}", + "term_resolved": "дочери группы индивидов", + "term_forms": [], + "definition_formal": "[α∈ℬ(X1)] F4[α]∩S2", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 777, + "fields": { + "schema": 37, + "order": 41, + "alias": "F24", + "cst_type": "function", + "convention": "", + "term_raw": "внуки", + "term_resolved": "внуки", + "term_forms": [], + "definition_formal": "[α∈X1] F21[F3[α]]", + "definition_raw": "@{F20|nomn,plur} @{D1|gent,plur}", + "definition_resolved": "сыновья детей" + } +}, +{ + "model": "rsform.constituenta", + "pk": 778, + "fields": { + "schema": 37, + "order": 42, + "alias": "F25", + "cst_type": "function", + "convention": "", + "term_raw": "внучки", + "term_resolved": "внучки", + "term_forms": [], + "definition_formal": "[α∈X1] F23[F3[α]]", + "definition_raw": "@{F22|nomn,plur} @{D1|gent,plur}", + "definition_resolved": "дочери детей" + } +}, +{ + "model": "rsform.constituenta", + "pk": 779, + "fields": { + "schema": 37, + "order": 43, + "alias": "F26", + "cst_type": "function", + "convention": "", + "term_raw": "дедушки", + "term_resolved": "дедушки", + "term_forms": [], + "definition_formal": "[α∈X1] F16[F1[α]]", + "definition_raw": "@{D6|nomn,plur} @{D2|gent,plur}", + "definition_resolved": "отцы родителей" + } +}, +{ + "model": "rsform.constituenta", + "pk": 780, + "fields": { + "schema": 37, + "order": 44, + "alias": "F27", + "cst_type": "function", + "convention": "", + "term_raw": "бабушки", + "term_resolved": "бабушки", + "term_forms": [], + "definition_formal": "[α∈X1] F19[F1[α]]", + "definition_raw": "@{D7|nomn,plur} @{D2|gent,plur}", + "definition_resolved": "матери родителей" + } +}, +{ + "model": "rsform.constituenta", + "pk": 781, + "fields": { + "schema": 37, + "order": 45, + "alias": "F28", + "cst_type": "function", + "convention": "", + "term_raw": "братья", + "term_resolved": "братья", + "term_forms": [ + { + "tags": "plur,gent", + "text": "братьев" + } + ], + "definition_formal": "[α∈X1] F5[α]∩S1", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 782, + "fields": { + "schema": 37, + "order": 46, + "alias": "F29", + "cst_type": "function", + "convention": "", + "term_raw": "@{F28|nomn,plur} группы @{X1|gent,plur}", + "term_resolved": "братья группы индивидов", + "term_forms": [], + "definition_formal": "[α∈ℬ(X1)] F6[α]∩S1", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 783, + "fields": { + "schema": 37, + "order": 47, + "alias": "F30", + "cst_type": "function", + "convention": "", + "term_raw": "сёстры", + "term_resolved": "сёстры", + "term_forms": [], + "definition_formal": "[α∈X1] F5[α]∩S2", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 784, + "fields": { + "schema": 37, + "order": 48, + "alias": "F31", + "cst_type": "function", + "convention": "", + "term_raw": "@{F30|nomn,plur} группы @{X1|gent,plur}", + "term_resolved": "сёстры группы индивидов", + "term_forms": [], + "definition_formal": "[α∈ℬ(X1)] F6[α]∩S2", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 785, + "fields": { + "schema": 37, + "order": 49, + "alias": "F32", + "cst_type": "function", + "convention": "", + "term_raw": "полнородные @{F5|nomn,plur}", + "term_resolved": "полнородные сиблинги", + "term_forms": [], + "definition_formal": "[α∈X1] D{ξ∈F5[α] | F1[α]=F1[ξ] }", + "definition_raw": "@{F5|plur,nomn} данного @{X1|sing,gent}, @{D2|plur,nomn} которых полностью совпадают с его @{D2|plur,gent}", + "definition_resolved": "сиблинги данного индивида, родители которых полностью совпадают с его родителей" + } +}, +{ + "model": "rsform.constituenta", + "pk": 786, + "fields": { + "schema": 37, + "order": 50, + "alias": "F33", + "cst_type": "function", + "convention": "", + "term_raw": "полнородные @{F28|nomn,plur} @{X1|gent,sing}", + "term_resolved": "полнородные братья индивида", + "term_forms": [], + "definition_formal": "[α∈X1] F32[α]∩S1", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 787, + "fields": { + "schema": 37, + "order": 51, + "alias": "F34", + "cst_type": "function", + "convention": "", + "term_raw": "полнородные @{F30|nomn,plur} @{X1|gent,sing}", + "term_resolved": "полнородные сёстры индивида", + "term_forms": [], + "definition_formal": "[α∈X1] F32[α]∩S2", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 788, + "fields": { + "schema": 37, + "order": 52, + "alias": "F35", + "cst_type": "function", + "convention": "", + "term_raw": "единокровные @{F5|nomn,plur}", + "term_resolved": "единокровные сиблинги", + "term_forms": [], + "definition_formal": "[α∈X1] D{ξ∈F5[α] | F17[α]=F17[ξ] & F18[α]≠F18[ξ] }", + "definition_raw": "@{F5|nomn,plur}, у которых @{1|общий} @{D6|nomn,sing}, но разные @{D7|nomn,plur}", + "definition_resolved": "сиблинги, у которых общий отец, но разные матери" + } +}, +{ + "model": "rsform.constituenta", + "pk": 789, + "fields": { + "schema": 37, + "order": 53, + "alias": "F36", + "cst_type": "function", + "convention": "", + "term_raw": "единокровные @{F28|nomn,plur}", + "term_resolved": "единокровные братья", + "term_forms": [], + "definition_formal": "[α∈X1] F35[α]∩S1", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 790, + "fields": { + "schema": 37, + "order": 54, + "alias": "F37", + "cst_type": "function", + "convention": "", + "term_raw": "единокровные @{F30|nomn,plur}", + "term_resolved": "единокровные сёстры", + "term_forms": [], + "definition_formal": "[α∈X1] F35[α]∩S2", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 791, + "fields": { + "schema": 37, + "order": 55, + "alias": "F38", + "cst_type": "function", + "convention": "", + "term_raw": "единоутробные @{F5|nomn,plur}", + "term_resolved": "единоутробные сиблинги", + "term_forms": [], + "definition_formal": "[α∈X1] D{ξ∈F5[α] | F17[α]≠F17[ξ] & F18[α]=F18[ξ] }", + "definition_raw": "@{F5|nomn,plur}, у которых @{1|общий} @{D7|nomn,sing}, но разные @{D6|nomn,plur}", + "definition_resolved": "сиблинги, у которых общая мать, но разные отцы" + } +}, +{ + "model": "rsform.constituenta", + "pk": 792, + "fields": { + "schema": 37, + "order": 56, + "alias": "F39", + "cst_type": "function", + "convention": "", + "term_raw": "единоутробные @{F28|nomn,plur}", + "term_resolved": "единоутробные братья", + "term_forms": [], + "definition_formal": "[α∈X1] F38[α]∩F28[α]", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 793, + "fields": { + "schema": 37, + "order": 57, + "alias": "F40", + "cst_type": "function", + "convention": "", + "term_raw": "единоутробные @{F30|nomn,plur}", + "term_resolved": "единоутробные сёстры", + "term_forms": [], + "definition_formal": "[α∈X1] F38[α]∩F30[α]", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 794, + "fields": { + "schema": 37, + "order": 58, + "alias": "F41", + "cst_type": "function", + "convention": "", + "term_raw": "двоюродные @{F5|nomn,plur}", + "term_resolved": "двоюродные сиблинги", + "term_forms": [ + { + "tags": "plur,gent", + "text": "двоюродных сиблингов" + } + ], + "definition_formal": "[α∈X1] F15[F6[F1[α]]]", + "definition_raw": "@{D1|nomn,plur} @{F5|gent,plur} @{D2|gent,plur}", + "definition_resolved": "дети сиблингов родителей" + } +}, +{ + "model": "rsform.constituenta", + "pk": 795, + "fields": { + "schema": 37, + "order": 59, + "alias": "F42", + "cst_type": "function", + "convention": "", + "term_raw": "@{F41|nomn,plur} группы @{X1|gent,plur}", + "term_resolved": "двоюродные сиблинги группы индивидов", + "term_forms": [], + "definition_formal": "[α∈ℬ(X1)] F15[F6[F2[α]]]", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 796, + "fields": { + "schema": 37, + "order": 60, + "alias": "F43", + "cst_type": "function", + "convention": "", + "term_raw": "@{F41|nomn,plur} по @{D6|datv,sing}", + "term_resolved": "двоюродные сиблинги по отцу", + "term_forms": [], + "definition_formal": "[α∈X1] F15[F6[F17[α]]]", + "definition_raw": "@{D1|nomn,plur} @{F5|gent,plur} @{D6|gent,sing}", + "definition_resolved": "дети сиблингов отца" + } +}, +{ + "model": "rsform.constituenta", + "pk": 797, + "fields": { + "schema": 37, + "order": 61, + "alias": "F44", + "cst_type": "function", + "convention": "", + "term_raw": "@{F41|nomn,plur} по @{D7|datv,sing}", + "term_resolved": "двоюродные сиблинги по матери", + "term_forms": [], + "definition_formal": "[α∈X1] F15[F6[F18[α]]]", + "definition_raw": "@{D1|nomn,plur} @{F5|gent,plur} @{D7|gent,sing}", + "definition_resolved": "дети сиблингов матери" + } +}, +{ + "model": "rsform.constituenta", + "pk": 798, + "fields": { + "schema": 37, + "order": 62, + "alias": "F45", + "cst_type": "function", + "convention": "", + "term_raw": "двоюродные @{F28|nomn,plur}", + "term_resolved": "двоюродные братья", + "term_forms": [], + "definition_formal": "[α∈X1] F21[F6[F1[α]]]", + "definition_raw": "@{F20|nomn,plur} @{F5|gent,plur} @{D2|gent,plur}", + "definition_resolved": "сыновья сиблингов родителей" + } +}, +{ + "model": "rsform.constituenta", + "pk": 799, + "fields": { + "schema": 37, + "order": 63, + "alias": "F46", + "cst_type": "function", + "convention": "", + "term_raw": "@{F45|nomn,plur} группы @{X1|gent,plur}", + "term_resolved": "двоюродные братья группы индивидов", + "term_forms": [], + "definition_formal": "[α∈ℬ(X1)] F21[F6[F2[α]]]", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 800, + "fields": { + "schema": 37, + "order": 64, + "alias": "F47", + "cst_type": "function", + "convention": "", + "term_raw": "двоюродные @{F30|nomn,plur}", + "term_resolved": "двоюродные сёстры", + "term_forms": [], + "definition_formal": "[α∈X1] F23[F6[F1[α]]]", + "definition_raw": "@{F41|nomn,plur}, являющиеся @{S2|ablt,plur}", + "definition_resolved": "двоюродные сиблинги, являющиеся женщинами" + } +}, +{ + "model": "rsform.constituenta", + "pk": 801, + "fields": { + "schema": 37, + "order": 65, + "alias": "F48", + "cst_type": "function", + "convention": "", + "term_raw": "@{F47|nomn,plur} группы @{X1|gent,plur}", + "term_resolved": "двоюродные сёстры группы индивидов", + "term_forms": [], + "definition_formal": "[α∈ℬ(X1)] F23[F6[F2[α]]]", + "definition_raw": "@{F22|nomn,plur} @{F5|gent,plur} @{D2|gent,plur}", + "definition_resolved": "дочери сиблингов родителей" + } +}, +{ + "model": "rsform.constituenta", + "pk": 802, + "fields": { + "schema": 37, + "order": 66, + "alias": "F49", + "cst_type": "function", + "convention": "", + "term_raw": "стрыйчичи", + "term_resolved": "стрыйчичи", + "term_forms": [], + "definition_formal": "[α∈X1] F45[α]∩F43[α]", + "definition_raw": "@{F45|nomn,plur} по @{D6|datv,sing}", + "definition_resolved": "двоюродные братья по отцу" + } +}, +{ + "model": "rsform.constituenta", + "pk": 803, + "fields": { + "schema": 37, + "order": 67, + "alias": "F50", + "cst_type": "function", + "convention": "", + "term_raw": "стрыечки", + "term_resolved": "стрыечки", + "term_forms": [], + "definition_formal": "[α∈X1] F47[α]∩F43[α]", + "definition_raw": "@{F47|nomn,plur} по @{D6|datv,sing}", + "definition_resolved": "двоюродные сёстры по отцу" + } +}, +{ + "model": "rsform.constituenta", + "pk": 804, + "fields": { + "schema": 37, + "order": 68, + "alias": "F51", + "cst_type": "function", + "convention": "", + "term_raw": "уйчичи", + "term_resolved": "уйчичи", + "term_forms": [], + "definition_formal": "[α∈X1] F45[α]∩F44[α]", + "definition_raw": "@{F45|nomn,plur} по @{D7|datv,sing}", + "definition_resolved": "двоюродные братья по матери" + } +}, +{ + "model": "rsform.constituenta", + "pk": 805, + "fields": { + "schema": 37, + "order": 69, + "alias": "F52", + "cst_type": "function", + "convention": "", + "term_raw": "дяди", + "term_resolved": "дяди", + "term_forms": [], + "definition_formal": "[α∈X1] F29[F1[α]]", + "definition_raw": "@{F28|nomn,plur} @{D2|gent,plur}", + "definition_resolved": "братья родителей" + } +}, +{ + "model": "rsform.constituenta", + "pk": 806, + "fields": { + "schema": 37, + "order": 70, + "alias": "F53", + "cst_type": "function", + "convention": "", + "term_raw": "стрыи", + "term_resolved": "стрыи", + "term_forms": [], + "definition_formal": "[α∈D1] F29[F17[α]]", + "definition_raw": "@{F28|nomn,plur} @{D6|gent,sing}", + "definition_resolved": "братья отца" + } +}, +{ + "model": "rsform.constituenta", + "pk": 807, + "fields": { + "schema": 37, + "order": 71, + "alias": "F54", + "cst_type": "function", + "convention": "", + "term_raw": "вуи", + "term_resolved": "вуи", + "term_forms": [ + { + "tags": "sing,nomn", + "text": "вуй" + }, + { + "tags": "sing,gent", + "text": "вуя" + }, + { + "tags": "sing,datv", + "text": "вую" + }, + { + "tags": "plur,gent", + "text": "вуёв" + } + ], + "definition_formal": "[α∈D1] F29[F18[α]]", + "definition_raw": "@{F28|nomn,plur} @{D7|gent,sing}", + "definition_resolved": "братья матери" + } +}, +{ + "model": "rsform.constituenta", + "pk": 808, + "fields": { + "schema": 37, + "order": 72, + "alias": "F55", + "cst_type": "function", + "convention": "", + "term_raw": "тёти", + "term_resolved": "тёти", + "term_forms": [], + "definition_formal": "[α∈X1] F31[F1[α]]", + "definition_raw": "@{F30|nomn,plur} @{D2|gent,plur}", + "definition_resolved": "сёстры родителей" + } +}, +{ + "model": "rsform.constituenta", + "pk": 809, + "fields": { + "schema": 37, + "order": 73, + "alias": "F56", + "cst_type": "function", + "convention": "", + "term_raw": "стрыйны", + "term_resolved": "стрыйны", + "term_forms": [], + "definition_formal": "[α∈D1] F31[F17[α]]", + "definition_raw": "@{F30|nomn,plur} @{D6|gent,sing}", + "definition_resolved": "сёстры отца" + } +}, +{ + "model": "rsform.constituenta", + "pk": 810, + "fields": { + "schema": 37, + "order": 74, + "alias": "F57", + "cst_type": "function", + "convention": "", + "term_raw": "вуйны", + "term_resolved": "вуйны", + "term_forms": [], + "definition_formal": "[α∈D1] F31[F18[α]]", + "definition_raw": "@{F30|nomn,plur} @{D7|gent,sing}", + "definition_resolved": "сёстры матери" + } +}, +{ + "model": "rsform.constituenta", + "pk": 811, + "fields": { + "schema": 37, + "order": 75, + "alias": "F58", + "cst_type": "function", + "convention": "", + "term_raw": "племянники", + "term_resolved": "племянники", + "term_forms": [], + "definition_formal": "[α∈X1] F21[F5[α]]", + "definition_raw": "@{F20|nomn,plur} @{F5|gent,plur}", + "definition_resolved": "сыновья сиблингов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 812, + "fields": { + "schema": 37, + "order": 76, + "alias": "F59", + "cst_type": "function", + "convention": "", + "term_raw": "братычи", + "term_resolved": "братычи", + "term_forms": [], + "definition_formal": "[α∈X1] F21[F28[α]]", + "definition_raw": "@{F20|nomn,plur} @{F28|gent,plur}", + "definition_resolved": "сыновья братьев" + } +}, +{ + "model": "rsform.constituenta", + "pk": 813, + "fields": { + "schema": 37, + "order": 77, + "alias": "F60", + "cst_type": "function", + "convention": "", + "term_raw": "сестричи", + "term_resolved": "сестричи", + "term_forms": [], + "definition_formal": "[α∈X1] F21[F30[α]]", + "definition_raw": "@{F20|nomn,plur} @{F30|gent,plur}", + "definition_resolved": "сыновья сестёр" + } +}, +{ + "model": "rsform.constituenta", + "pk": 814, + "fields": { + "schema": 37, + "order": 78, + "alias": "F61", + "cst_type": "function", + "convention": "", + "term_raw": "племянницы", + "term_resolved": "племянницы", + "term_forms": [], + "definition_formal": "[α∈X1] F23[F5[α]]", + "definition_raw": "@{F22|gent,sing} @{F5|gent,plur}", + "definition_resolved": "дочери сиблингов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 815, + "fields": { + "schema": 37, + "order": 79, + "alias": "F62", + "cst_type": "function", + "convention": "", + "term_raw": "братанины", + "term_resolved": "братанины", + "term_forms": [], + "definition_formal": "[α∈X1] F23[F28[α]]", + "definition_raw": "@{F22|gent,sing} @{F28|gent,plur}", + "definition_resolved": "дочери братьев" + } +}, +{ + "model": "rsform.constituenta", + "pk": 816, + "fields": { + "schema": 37, + "order": 80, + "alias": "F63", + "cst_type": "function", + "convention": "", + "term_raw": "сестрины", + "term_resolved": "сестрины", + "term_forms": [], + "definition_formal": "[α∈X1] F23[F30[α]]", + "definition_raw": "@{F22|gent,sing} @{F30|gent,plur}", + "definition_resolved": "дочери сестёр" + } +}, +{ + "model": "rsform.constituenta", + "pk": 817, + "fields": { + "schema": 37, + "order": 81, + "alias": "F64", + "cst_type": "function", + "convention": "", + "term_raw": "двоюродные @{F52|nomn,plur}", + "term_resolved": "двоюродные дяди", + "term_forms": [], + "definition_formal": "[α∈X1] F46[F1[α]]", + "definition_raw": "@{F45|nomn,plur} @{D2|gent,plur}", + "definition_resolved": "двоюродные братья родителей" + } +}, +{ + "model": "rsform.constituenta", + "pk": 818, + "fields": { + "schema": 37, + "order": 82, + "alias": "F65", + "cst_type": "function", + "convention": "", + "term_raw": "двоюродные @{F55|nomn,plur}", + "term_resolved": "двоюродные тёти", + "term_forms": [], + "definition_formal": "[α∈X1] F48[F1[α]]", + "definition_raw": "@{F47|nomn,plur} @{D2|gent,plur}", + "definition_resolved": "двоюродные сёстры родителей" + } +}, +{ + "model": "rsform.constituenta", + "pk": 819, + "fields": { + "schema": 37, + "order": 83, + "alias": "F66", + "cst_type": "function", + "convention": "", + "term_raw": "двоюродные @{F58|nomn,plur}", + "term_resolved": "двоюродные племянники", + "term_forms": [], + "definition_formal": "[α∈X1] F21[F41[α]]", + "definition_raw": "@{F20|nomn,plur} @{F41|gent,plur}", + "definition_resolved": "сыновья двоюродных сиблингов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 820, + "fields": { + "schema": 37, + "order": 84, + "alias": "F67", + "cst_type": "function", + "convention": "", + "term_raw": "дщеричи", + "term_resolved": "дщеричи", + "term_forms": [], + "definition_formal": "[α∈X1] F21[F47[α]]", + "definition_raw": "@{F58|nomn,plur} по @{F55|datv,sing}", + "definition_resolved": "племянники по тёте" + } +}, +{ + "model": "rsform.constituenta", + "pk": 821, + "fields": { + "schema": 37, + "order": 85, + "alias": "F68", + "cst_type": "function", + "convention": "", + "term_raw": "двоюродные @{F61|nomn,plur}", + "term_resolved": "двоюродные племянницы", + "term_forms": [], + "definition_formal": "[α∈X1] F23[F41[α]]", + "definition_raw": "@{F22|nomn,plur} @{F41|gent,plur}", + "definition_resolved": "дочери двоюродных сиблингов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 822, + "fields": { + "schema": 37, + "order": 86, + "alias": "F69", + "cst_type": "function", + "convention": "", + "term_raw": "дщерши", + "term_resolved": "дщерши", + "term_forms": [], + "definition_formal": "[α∈X1] F23[F47[α]]", + "definition_raw": "@{F22|nomn,plur} @{F47|gent,plur}", + "definition_resolved": "дочери двоюродных сестёр" + } +}, +{ + "model": "rsform.constituenta", + "pk": 823, + "fields": { + "schema": 37, + "order": 87, + "alias": "F70", + "cst_type": "function", + "convention": "альтернативное определение: великий дядя - дядя родителя", + "term_raw": "двоюродные @{F26|nomn,plur}", + "term_resolved": "двоюродные дедушки", + "term_forms": [], + "definition_formal": "[α∈X1] F29[F8[α]]", + "definition_raw": "@{F28|nomn,plur} @{F8|gent,plur}", + "definition_resolved": "братья прародителей" + } +}, +{ + "model": "rsform.constituenta", + "pk": 824, + "fields": { + "schema": 37, + "order": 88, + "alias": "F71", + "cst_type": "function", + "convention": "", + "term_raw": "двоюродные @{F27|nomn,plur}", + "term_resolved": "двоюродные бабушки", + "term_forms": [], + "definition_formal": "[α∈X1] F31[F8[α]]", + "definition_raw": "@{F30|nomn,plur} @{F8|gent,plur}", + "definition_resolved": "сёстры прародителей" + } +}, +{ + "model": "rsform.constituenta", + "pk": 825, + "fields": { + "schema": 37, + "order": 89, + "alias": "F72", + "cst_type": "function", + "convention": "альтернативное определение: внук родного брата или сестры", + "term_raw": "внучатые @{F58|nomn,plur}", + "term_resolved": "внучатые племянники", + "term_forms": [], + "definition_formal": "[α∈X1] F21[F58[α]∪F61[α]]", + "definition_raw": "@{F20|nomn,plur} @{F58|gent,plur} и @{F61|gent,plur}", + "definition_resolved": "сыновья племянников и племянниц" + } +}, +{ + "model": "rsform.constituenta", + "pk": 826, + "fields": { + "schema": 37, + "order": 90, + "alias": "F73", + "cst_type": "function", + "convention": "", + "term_raw": "внучатые @{F61|nomn,plur}", + "term_resolved": "внучатые племянницы", + "term_forms": [], + "definition_formal": "[α∈X1] F23[F58[α]∪F61[α]]", + "definition_raw": "@{F22|nomn,plur} @{F58|gent,plur} и @{F61|gent,plur}", + "definition_resolved": "дочери племянников и племянниц" + } +}, +{ + "model": "rsform.constituenta", + "pk": 827, + "fields": { + "schema": 37, + "order": 91, + "alias": "F74", + "cst_type": "function", + "convention": "", + "term_raw": "свёкр", + "term_resolved": "свёкр", + "term_forms": [], + "definition_formal": "[α∈D4] F17[F9[α]]", + "definition_raw": "@{D6|nomn,sing} @{D3|gent,sing}", + "definition_resolved": "отец мужа" + } +}, +{ + "model": "rsform.constituenta", + "pk": 828, + "fields": { + "schema": 37, + "order": 92, + "alias": "F75", + "cst_type": "function", + "convention": "", + "term_raw": "свекровь", + "term_resolved": "свекровь", + "term_forms": [], + "definition_formal": "[α∈D4] F18[F9[α]]", + "definition_raw": "@{D7|nomn,sing} @{D3|gent,sing}", + "definition_resolved": "мать мужа" + } +}, +{ + "model": "rsform.constituenta", + "pk": 829, + "fields": { + "schema": 37, + "order": 93, + "alias": "F76", + "cst_type": "function", + "convention": "", + "term_raw": "тесть", + "term_resolved": "тесть", + "term_forms": [], + "definition_formal": "[α∈D3] F17[F10[α]]", + "definition_raw": "@{D6|nomn,sing} @{D4|gent,sing}", + "definition_resolved": "отец жены" + } +}, +{ + "model": "rsform.constituenta", + "pk": 830, + "fields": { + "schema": 37, + "order": 94, + "alias": "F77", + "cst_type": "function", + "convention": "", + "term_raw": "тёща", + "term_resolved": "тёща", + "term_forms": [], + "definition_formal": "[α∈D3] F18[F10[α]]", + "definition_raw": "@{D7|nomn,sing} @{D4|gent,sing}", + "definition_resolved": "мать жены" + } +}, +{ + "model": "rsform.constituenta", + "pk": 831, + "fields": { + "schema": 37, + "order": 95, + "alias": "F78", + "cst_type": "function", + "convention": "", + "term_raw": "сваты", + "term_resolved": "сваты", + "term_forms": [], + "definition_formal": "[α∈X1] F16[F13[F3[α]]]", + "definition_raw": "@{D6|nomn,plur} @{D5|gent,plur} @{D1|gent,plur}", + "definition_resolved": "отцы супругов детей" + } +}, +{ + "model": "rsform.constituenta", + "pk": 832, + "fields": { + "schema": 37, + "order": 96, + "alias": "F79", + "cst_type": "function", + "convention": "", + "term_raw": "сватьи", + "term_resolved": "сватьи", + "term_forms": [], + "definition_formal": "[α∈X1] F19[F13[F3[α]]]", + "definition_raw": "@{D7|gent,sing} @{D5|gent,plur} @{D1|gent,plur}", + "definition_resolved": "матери супругов детей" + } +}, +{ + "model": "rsform.constituenta", + "pk": 833, + "fields": { + "schema": 37, + "order": 97, + "alias": "F80", + "cst_type": "function", + "convention": "", + "term_raw": "девери", + "term_resolved": "девери", + "term_forms": [], + "definition_formal": "[α∈D4] F28[F9[α]]", + "definition_raw": "@{F28|nomn,plur} @{D3|gent,sing}", + "definition_resolved": "братья мужа" + } +}, +{ + "model": "rsform.constituenta", + "pk": 834, + "fields": { + "schema": 37, + "order": 98, + "alias": "F81", + "cst_type": "function", + "convention": "", + "term_raw": "золовки", + "term_resolved": "золовки", + "term_forms": [], + "definition_formal": "[α∈D4] F30[F9[α]]", + "definition_raw": "@{F30|nomn,plur} @{D3|gent,sing}", + "definition_resolved": "сёстры мужа" + } +}, +{ + "model": "rsform.constituenta", + "pk": 835, + "fields": { + "schema": 37, + "order": 99, + "alias": "F82", + "cst_type": "function", + "convention": "", + "term_raw": "шурины", + "term_resolved": "шурины", + "term_forms": [], + "definition_formal": "[α∈D3] F28[F10[α]]", + "definition_raw": "@{F28|nomn,plur} @{D4|gent,sing}", + "definition_resolved": "братья жены" + } +}, +{ + "model": "rsform.constituenta", + "pk": 836, + "fields": { + "schema": 37, + "order": 100, + "alias": "F83", + "cst_type": "function", + "convention": "", + "term_raw": "свояченицы", + "term_resolved": "свояченицы", + "term_forms": [], + "definition_formal": "[α∈D3] F30[F10[α]]", + "definition_raw": "@{F30|nomn,plur} @{D4|gent,sing}", + "definition_resolved": "сёстры жены" + } +}, +{ + "model": "rsform.constituenta", + "pk": 837, + "fields": { + "schema": 37, + "order": 101, + "alias": "F84", + "cst_type": "function", + "convention": "", + "term_raw": "шуричи", + "term_resolved": "шуричи", + "term_forms": [], + "definition_formal": "[α∈D3] F21[F82[α]]", + "definition_raw": "@{F20|nomn,plur} @{F82|gent,plur}", + "definition_resolved": "сыновья шуринов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 838, + "fields": { + "schema": 37, + "order": 102, + "alias": "F85", + "cst_type": "function", + "convention": "", + "term_raw": "снохи", + "term_resolved": "снохи", + "term_forms": [], + "definition_formal": "[α∈X1] F12[F20[α]]", + "definition_raw": "@{D4|nomn,plur} @{F20|gent,plur}", + "definition_resolved": "жены сыновей" + } +}, +{ + "model": "rsform.constituenta", + "pk": 839, + "fields": { + "schema": 37, + "order": 103, + "alias": "F86", + "cst_type": "function", + "convention": "", + "term_raw": "свояки", + "term_resolved": "свояки", + "term_forms": [], + "definition_formal": "[α∈D3] F11[F83[α]]", + "definition_raw": "@{D3|nomn,plur} @{F83|gent,plur}", + "definition_resolved": "мужья своячениц" + } +}, +{ + "model": "rsform.constituenta", + "pk": 840, + "fields": { + "schema": 37, + "order": 104, + "alias": "F87", + "cst_type": "function", + "convention": "", + "term_raw": "ятровки", + "term_resolved": "ятровки", + "term_forms": [], + "definition_formal": "[α∈D4] F12[F80[α]]", + "definition_raw": "@{D4|nomn,plur} @{F80|gent,plur}", + "definition_resolved": "жены деверей" + } +}, +{ + "model": "rsform.constituenta", + "pk": 841, + "fields": { + "schema": 37, + "order": 105, + "alias": "F88", + "cst_type": "function", + "convention": "", + "term_raw": "зятья", + "term_resolved": "зятья", + "term_forms": [], + "definition_formal": "[α∈X1] F11[F22[α]∪F30[α]∪F81[α]∪F61[α]]", + "definition_raw": "@{D3|nomn,plur} @{F22|gent,plur}, @{F30|gent,plur}, @{F81|gent,plur} или @{F61|gent,plur}", + "definition_resolved": "мужья дочерей, сестёр, золовок или племянниц" + } +}, +{ + "model": "rsform.constituenta", + "pk": 842, + "fields": { + "schema": 37, + "order": 106, + "alias": "F89", + "cst_type": "function", + "convention": "", + "term_raw": "невестки", + "term_resolved": "невестки", + "term_forms": [], + "definition_formal": "[α∈X1] F12[F20[α]∪F28[α]∪F80[α]∪F58[α]]", + "definition_raw": "@{D4|nomn,plur} @{F20|gent,plur}, @{F28|gent,plur}, @{F80|gent,plur} или @{F58|gent,plur}", + "definition_resolved": "жены сыновей, братьев, деверей или племянников" + } +}, +{ + "model": "rsform.constituenta", + "pk": 843, + "fields": { + "schema": 37, + "order": 107, + "alias": "F90", + "cst_type": "function", + "convention": "", + "term_raw": "вуйки", + "term_resolved": "вуйки", + "term_forms": [], + "definition_formal": "[α∈X1] F12[F54[α]]", + "definition_raw": "@{D4|nomn,plur} @{F54|gent,plur}", + "definition_resolved": "жены вуи" + } +}, +{ + "model": "rsform.constituenta", + "pk": 844, + "fields": { + "schema": 37, + "order": 108, + "alias": "F91", + "cst_type": "function", + "convention": "", + "term_raw": "братанихи", + "term_resolved": "братанихи", + "term_forms": [], + "definition_formal": "[α∈X1] F12[F45[α]]", + "definition_raw": "@{D4|nomn,plur} @{F45|gent,plur}", + "definition_resolved": "жены двоюродных братьев" + } +}, +{ + "model": "rsform.constituenta", + "pk": 845, + "fields": { + "schema": 37, + "order": 109, + "alias": "D9", + "cst_type": "term", + "convention": "", + "term_raw": "законные @{D1|nomn,plur}", + "term_resolved": "законные дети", + "term_forms": [], + "definition_formal": "D{ξ∈D1 | F13[F1[ξ]]=F1[ξ]}", + "definition_raw": "@{D1|nomn,plur}, @{D2|nomn,plur} которых состоят в @{S4|loct,sing}", + "definition_resolved": "дети, родители которых состоят в браке" + } +}, +{ + "model": "rsform.constituenta", + "pk": 846, + "fields": { + "schema": 37, + "order": 110, + "alias": "D10", + "cst_type": "term", + "convention": "", + "term_raw": "бастарды", + "term_resolved": "бастарды", + "term_forms": [], + "definition_formal": "D1\\D9", + "definition_raw": "@{D1|nomn,plur}, @{D2|nomn,plur} которых не состоят в @{S4|loct,sing}", + "definition_resolved": "дети, родители которых не состоят в браке" + } +}, +{ + "model": "rsform.constituenta", + "pk": 847, + "fields": { + "schema": 37, + "order": 111, + "alias": "F92", + "cst_type": "function", + "convention": "", + "term_raw": "сводные @{F5|nomn,plur}", + "term_resolved": "сводные сиблинги", + "term_forms": [], + "definition_formal": "[α∈X1] F4[F13[F1[α]]] \\ F5[α] \\ {α}", + "definition_raw": "@{D1|nomn,plur} @{D5|gent,plur} @{D2|gent,plur}, не являющиеся @{F5|ablt,plur}", + "definition_resolved": "дети супругов родителей, не являющиеся сиблингами" + } +}, +{ + "model": "rsform.constituenta", + "pk": 848, + "fields": { + "schema": 37, + "order": 112, + "alias": "F93", + "cst_type": "function", + "convention": "", + "term_raw": "сводные @{F28|nomn,plur}", + "term_resolved": "сводные братья", + "term_forms": [], + "definition_formal": "[α∈X1] F21[F13[F1[α]]] \\ F28[α] \\ {α}", + "definition_raw": "@{F20|nomn,plur} @{D5|gent,plur} @{D2|gent,plur}, не являющиеся @{F28|ablt,plur}", + "definition_resolved": "сыновья супругов родителей, не являющиеся братьями" + } +}, +{ + "model": "rsform.constituenta", + "pk": 849, + "fields": { + "schema": 37, + "order": 113, + "alias": "F94", + "cst_type": "function", + "convention": "", + "term_raw": "сводные @{F30|nomn,plur}", + "term_resolved": "сводные сёстры", + "term_forms": [], + "definition_formal": "[α∈X1] F23[F13[F1[α]]] \\ F30[α] \\ {α}", + "definition_raw": "@{F22|nomn,plur} @{D5|gent,plur} @{D2|gent,plur}, не являющиеся @{F30|ablt,plur}", + "definition_resolved": "дочери супругов родителей, не являющиеся сёстрами" + } +}, +{ + "model": "rsform.constituenta", + "pk": 850, + "fields": { + "schema": 37, + "order": 114, + "alias": "F95", + "cst_type": "function", + "convention": "", + "term_raw": "пасынки", + "term_resolved": "пасынки", + "term_forms": [], + "definition_formal": "[α∈X1] F21[F13[{α}]] \\ F20[α]", + "definition_raw": "@{F20|nomn,plur} @{D5|gent,sing}, не являющиеся @{D1|ablt,plur}", + "definition_resolved": "сыновья супруга, не являющиеся детьми" + } +}, +{ + "model": "rsform.constituenta", + "pk": 851, + "fields": { + "schema": 37, + "order": 115, + "alias": "F96", + "cst_type": "function", + "convention": "", + "term_raw": "падчерицы", + "term_resolved": "падчерицы", + "term_forms": [], + "definition_formal": "[α∈X1] F23[F13[{α}]] \\ F22[α]", + "definition_raw": "@{F22|nomn,plur} @{D5|gent,sing}, не являющиеся @{D1|ablt,plur}", + "definition_resolved": "дочери супруга, не являющиеся детьми" + } +}, +{ + "model": "rsform.constituenta", + "pk": 852, + "fields": { + "schema": 37, + "order": 116, + "alias": "F97", + "cst_type": "function", + "convention": "", + "term_raw": "отчимы", + "term_resolved": "отчимы", + "term_forms": [], + "definition_formal": "[α∈X1] F11[F19[{α}]] \\ F16[{α}]", + "definition_raw": "@{D3|nomn,sing} @{D7|gent,sing}, не являющийся @{D6|ablt,sing}", + "definition_resolved": "муж матери, не являющийся отцом" + } +}, +{ + "model": "rsform.constituenta", + "pk": 853, + "fields": { + "schema": 37, + "order": 117, + "alias": "F98", + "cst_type": "function", + "convention": "", + "term_raw": "мачехи", + "term_resolved": "мачехи", + "term_forms": [], + "definition_formal": "[α∈X1] F12[F16[{α}]] \\ F19[{α}]", + "definition_raw": "@{D4|nomn,sing} @{D6|gent,sing}, не являющаяся @{D7|ablt,sing}", + "definition_resolved": "жена отца, не являющаяся матерью" + } +}, +{ + "model": "rsform.constituenta", + "pk": 854, + "fields": { + "schema": 38, + "order": 1, + "alias": "X1", + "cst_type": "basic", + "convention": "Под «веществом» понимается химическое название вещества", + "term_raw": "Вещества", + "term_resolved": "Вещества", + "term_forms": [], + "definition_formal": "", + "definition_raw": "Множества веществ", + "definition_resolved": "Множества веществ" + } +}, +{ + "model": "rsform.constituenta", + "pk": 855, + "fields": { + "schema": 38, + "order": 2, + "alias": "X2", + "cst_type": "basic", + "convention": "«Объекты» представляют собой неопределяемые материальные сущности – физические тела", + "term_raw": "Объекты", + "term_resolved": "Объекты", + "term_forms": [], + "definition_formal": "", + "definition_raw": "Множество объектов", + "definition_resolved": "Множество объектов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 856, + "fields": { + "schema": 38, + "order": 3, + "alias": "X3", + "cst_type": "basic", + "convention": "«Топос» понимается как часть пространства, имеющая определение, по которому доступными способами идентифицируемы ее границы, в частности, может содержать процессы и объекты, являющиеся входами/выходами в естественных и искусственных процессах данного топоса (термин, более общий, чем сбросы/выбросы/отходы, позволяющий вести регулирование, не специфическое для каждого из трех, а общее)", + "term_raw": "Топосы", + "term_resolved": "Топосы", + "term_forms": [], + "definition_formal": "", + "definition_raw": "Множество топосов", + "definition_resolved": "Множество топосов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 857, + "fields": { + "schema": 38, + "order": 4, + "alias": "S1", + "cst_type": "structure", + "convention": "", + "term_raw": "Отношение объектов и веществ", + "term_resolved": "Отношение объектов и веществ", + "term_forms": [], + "definition_formal": "ℬ(X2×X1) ", + "definition_raw": "Множество пар: объект и вещество, входящее в состав данного объекта", + "definition_resolved": "Множество пар: объект и вещество, входящее в состав данного объекта" + } +}, +{ + "model": "rsform.constituenta", + "pk": 858, + "fields": { + "schema": 38, + "order": 5, + "alias": "S2", + "cst_type": "structure", + "convention": "", + "term_raw": "Положение объектов", + "term_resolved": "Положение объектов", + "term_forms": [], + "definition_formal": "ℬ(X2×X3)", + "definition_raw": "Множество пар: объект и топос, в котором находится объект", + "definition_resolved": "Множество пар: объект и топос, в котором находится объект" + } +}, +{ + "model": "rsform.constituenta", + "pk": 859, + "fields": { + "schema": 38, + "order": 6, + "alias": "D1", + "cst_type": "term", + "convention": "", + "term_raw": "Непротяженные объекты", + "term_resolved": "Непротяженные объекты", + "term_forms": [], + "definition_formal": "X2 \\ Pr1(S2)", + "definition_raw": "Множество объектов, не находящихся ни в одном топосе", + "definition_resolved": "Множество объектов, не находящихся ни в одном топосе" + } +}, +{ + "model": "rsform.constituenta", + "pk": 860, + "fields": { + "schema": 38, + "order": 7, + "alias": "D2", + "cst_type": "term", + "convention": "", + "term_raw": "Нематериальные объекты", + "term_resolved": "Нематериальные объекты", + "term_forms": [], + "definition_formal": "X2 \\ Pr1(S1)", + "definition_raw": "Множество объектов, не состоящих из веществ", + "definition_resolved": "Множество объектов, не состоящих из веществ" + } +}, +{ + "model": "rsform.constituenta", + "pk": 861, + "fields": { + "schema": 38, + "order": 8, + "alias": "A1", + "cst_type": "axiom", + "convention": "", + "term_raw": "", + "term_resolved": "", + "term_forms": [], + "definition_formal": "D2 = ∅", + "definition_raw": "Каждый объект состоит хотя бы из одного вещества", + "definition_resolved": "Каждый объект состоит хотя бы из одного вещества" + } +}, +{ + "model": "rsform.constituenta", + "pk": 862, + "fields": { + "schema": 38, + "order": 9, + "alias": "D3", + "cst_type": "term", + "convention": "", + "term_raw": "Пустые топосы", + "term_resolved": "Пустые топосы", + "term_forms": [], + "definition_formal": "X3 \\ Pr2(S2)", + "definition_raw": "Множество топосов, в которых не находится ни одного объекта", + "definition_resolved": "Множество топосов, в которых не находится ни одного объекта" + } +}, +{ + "model": "rsform.constituenta", + "pk": 863, + "fields": { + "schema": 38, + "order": 10, + "alias": "A2", + "cst_type": "axiom", + "convention": "", + "term_raw": "Пустых топосов нет", + "term_resolved": "Пустых топосов нет", + "term_forms": [], + "definition_formal": "D3 = ∅", + "definition_raw": "Каждый топос содержит хотя бы один объект", + "definition_resolved": "Каждый топос содержит хотя бы один объект" + } +}, +{ + "model": "rsform.constituenta", + "pk": 864, + "fields": { + "schema": 38, + "order": 11, + "alias": "D4", + "cst_type": "term", + "convention": "", + "term_raw": "Составы объектов", + "term_resolved": "Составы объектов", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈X2; σ:=Pr2(Fi1[{ξ}](S1))}", + "definition_raw": "Множество пар: объект и множество всех составляющих его веществ", + "definition_resolved": "Множество пар: объект и множество всех составляющих его веществ" + } +}, +{ + "model": "rsform.constituenta", + "pk": 865, + "fields": { + "schema": 38, + "order": 12, + "alias": "D5", + "cst_type": "term", + "convention": "", + "term_raw": "Объекты, содержащие вещество", + "term_resolved": "Объекты, содержащие вещество", + "term_forms": [], + "definition_formal": "I{(α,σ) | α:∈X1; σ:=Pr1(Fi2[{α}](S1))}", + "definition_raw": "Множество пар: вещество и множество всех объектов, содержащих данное вещество", + "definition_resolved": "Множество пар: вещество и множество всех объектов, содержащих данное вещество" + } +}, +{ + "model": "rsform.constituenta", + "pk": 866, + "fields": { + "schema": 38, + "order": 13, + "alias": "D6", + "cst_type": "term", + "convention": "", + "term_raw": "Смеси (Объектные среды)", + "term_resolved": "Смеси (Объектные среды)", + "term_forms": [], + "definition_formal": "I{(λ,σ) | λ:∈X3; σ:=Pr1(Fi2[{λ}](S2))}", + "definition_raw": "Множество пар: топос и подмножество объектов, находящихся в данном топосе", + "definition_resolved": "Множество пар: топос и подмножество объектов, находящихся в данном топосе" + } +}, +{ + "model": "rsform.constituenta", + "pk": 867, + "fields": { + "schema": 38, + "order": 14, + "alias": "D7", + "cst_type": "term", + "convention": "", + "term_raw": "Составы смесей", + "term_resolved": "Составы смесей", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈D6; σ:=Pr2(Fi1[pr2(ξ)](S1))}", + "definition_raw": "Множество пар: смесь и вещества, входящие в состав ее объектов", + "definition_resolved": "Множество пар: смесь и вещества, входящие в состав ее объектов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 868, + "fields": { + "schema": 38, + "order": 15, + "alias": "D9", + "cst_type": "term", + "convention": "", + "term_raw": "Концентрации веществ в топосе", + "term_resolved": "Концентрации веществ в топосе", + "term_forms": [], + "definition_formal": "I{(α,τ,σ1,σ2) | α:∈X1; τ:∈X3; \nσ2:=Pr1(Fi2[{τ}](S2)); \nσα:=Pr1(Fi2[{α}](S1)); \nσ1:=σ2∩σα}", + "definition_raw": "Множество четверок: вещество, топос, множество объектов, содержащих данное вещество в данном топосе, множество объектов, содержащихся в данном топосе", + "definition_resolved": "Множество четверок: вещество, топос, множество объектов, содержащих данное вещество в данном топосе, множество объектов, содержащихся в данном топосе" + } +}, +{ + "model": "rsform.constituenta", + "pk": 869, + "fields": { + "schema": 38, + "order": 16, + "alias": "D10", + "cst_type": "term", + "convention": "", + "term_raw": "Универсальные вещества", + "term_resolved": "Универсальные вещества", + "term_forms": [], + "definition_formal": "D{ξ∈X1 | Pr1(Fi2[{ξ}](S1)) = X2}", + "definition_raw": "Множество веществ, входящий в каждый объект", + "definition_resolved": "Множество веществ, входящий в каждый объект" + } +}, +{ + "model": "rsform.constituenta", + "pk": 871, + "fields": { + "schema": 39, + "order": 1, + "alias": "X1", + "cst_type": "basic", + "convention": "", + "term_raw": "Абстрактные объекты", + "term_resolved": "Абстрактные объекты", + "term_forms": [], + "definition_formal": "", + "definition_raw": "Множество объектов", + "definition_resolved": "Множество объектов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 872, + "fields": { + "schema": 39, + "order": 2, + "alias": "X2", + "cst_type": "basic", + "convention": "", + "term_raw": "Типы отношений", + "term_resolved": "Типы отношений", + "term_forms": [], + "definition_formal": "", + "definition_raw": "Множество типов отношений", + "definition_resolved": "Множество типов отношений" + } +}, +{ + "model": "rsform.constituenta", + "pk": 873, + "fields": { + "schema": 39, + "order": 3, + "alias": "S1", + "cst_type": "structure", + "convention": "", + "term_raw": "Отношения между объектами", + "term_resolved": "Отношения между объектами", + "term_forms": [], + "definition_formal": "ℬ(X1×X1×X2)", + "definition_raw": "Множество троек: два объекта и тип отношения между ними", + "definition_resolved": "Множество троек: два объекта и тип отношения между ними" + } +}, +{ + "model": "rsform.constituenta", + "pk": 874, + "fields": { + "schema": 39, + "order": 4, + "alias": "A1", + "cst_type": "axiom", + "convention": "", + "term_raw": "Симметричность", + "term_resolved": "Симметричность", + "term_forms": [], + "definition_formal": "∀(α,β,γ)∈S1 (β,α,γ)∈S1", + "definition_raw": "Симметричность отношений между объектами", + "definition_resolved": "Симметричность отношений между объектами" + } +}, +{ + "model": "rsform.constituenta", + "pk": 875, + "fields": { + "schema": 39, + "order": 5, + "alias": "D1", + "cst_type": "term", + "convention": "", + "term_raw": "Аспекты объекта", + "term_resolved": "Аспекты объекта", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈X1; σ:=Pr3(Fi1[{ξ}](S1))}", + "definition_raw": "Множество пар: объект и множество отношений, в которых он состоит", + "definition_resolved": "Множество пар: объект и множество отношений, в которых он состоит" + } +}, +{ + "model": "rsform.constituenta", + "pk": 876, + "fields": { + "schema": 39, + "order": 6, + "alias": "D2", + "cst_type": "term", + "convention": "", + "term_raw": "Связанные объекты", + "term_resolved": "Связанные объекты", + "term_forms": [], + "definition_formal": "Pr1,2(S1)", + "definition_raw": "Множество пар: объект и связанный с ним объект", + "definition_resolved": "Множество пар: объект и связанный с ним объект" + } +}, +{ + "model": "rsform.constituenta", + "pk": 877, + "fields": { + "schema": 39, + "order": 7, + "alias": "D3", + "cst_type": "term", + "convention": "", + "term_raw": "Объекты, состоящие в заданном отношении", + "term_resolved": "Объекты, состоящие в заданном отношении", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈X2; σ:=Pr1(Fi3[{ξ}](S1))}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 878, + "fields": { + "schema": 40, + "order": 1, + "alias": "X1", + "cst_type": "basic", + "convention": "Под объектами понимаются физические тела", + "term_raw": "Объекты", + "term_resolved": "Объекты", + "term_forms": [], + "definition_formal": "", + "definition_raw": "Множество объектов", + "definition_resolved": "Множество объектов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 879, + "fields": { + "schema": 40, + "order": 2, + "alias": "X2", + "cst_type": "basic", + "convention": "Типовые изменения объектов представляют собой, например, \"химические реакции\", \"преобразование формы\", \"преобразование фазового состояния\"", + "term_raw": "Типы изменений", + "term_resolved": "Типы изменений", + "term_forms": [], + "definition_formal": "", + "definition_raw": "Множество типовых изменений", + "definition_resolved": "Множество типовых изменений" + } +}, +{ + "model": "rsform.constituenta", + "pk": 880, + "fields": { + "schema": 40, + "order": 3, + "alias": "S1", + "cst_type": "structure", + "convention": "", + "term_raw": "Элементарные процессы", + "term_resolved": "Элементарные процессы", + "term_forms": [], + "definition_formal": "ℬ(ℬ(X1)×X2×ℬ(X1))", + "definition_raw": "Множество троек: множество объектов-входов, типовое изменение, множество объектов-выходов", + "definition_resolved": "Множество троек: множество объектов-входов, типовое изменение, множество объектов-выходов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 881, + "fields": { + "schema": 40, + "order": 4, + "alias": "A1", + "cst_type": "axiom", + "convention": "", + "term_raw": "", + "term_resolved": "", + "term_forms": [], + "definition_formal": "∀σ1,σ2∈S1 ((pr1(σ1) = pr1(σ2) & pr3(σ1) = pr3(σ2)) ⇒ pr2(σ1) = pr2(σ2))", + "definition_raw": "Для одного набора входов и выходов только один тип", + "definition_resolved": "Для одного набора входов и выходов только один тип" + } +}, +{ + "model": "rsform.constituenta", + "pk": 882, + "fields": { + "schema": 40, + "order": 5, + "alias": "D1", + "cst_type": "term", + "convention": "", + "term_raw": "Неизменямые объекты процесса", + "term_resolved": "Неизменямые объекты процесса", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈S1; σ:=pr1(ξ)∩pr3(ξ)}", + "definition_raw": "Множество пар: элементарный процесс и множество всех объектов, входящих одновременно во вход и в выход этого процесса", + "definition_resolved": "Множество пар: элементарный процесс и множество всех объектов, входящих одновременно во вход и в выход этого процесса" + } +}, +{ + "model": "rsform.constituenta", + "pk": 883, + "fields": { + "schema": 40, + "order": 6, + "alias": "D2", + "cst_type": "term", + "convention": "", + "term_raw": "Поглощаемые объекты процесса", + "term_resolved": "Поглощаемые объекты процесса", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈S1; σ:=pr1(ξ)\\pr3(ξ)}", + "definition_raw": "Множество пар: элементарный процесс и множество всех объектов, входящих во вход, но не в выход этого элементарного процесса", + "definition_resolved": "Множество пар: элементарный процесс и множество всех объектов, входящих во вход, но не в выход этого элементарного процесса" + } +}, +{ + "model": "rsform.constituenta", + "pk": 884, + "fields": { + "schema": 40, + "order": 7, + "alias": "D3", + "cst_type": "term", + "convention": "", + "term_raw": "Создаваемые объекты процесса", + "term_resolved": "Создаваемые объекты процесса", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈S1; σ:=pr3(ξ)\\pr1(ξ)}", + "definition_raw": "Множество пар: элементарный процесс и множество всех объектов, входящих в выход, но не во вход этого элементарного процесса", + "definition_resolved": "Множество пар: элементарный процесс и множество всех объектов, входящих в выход, но не во вход этого элементарного процесса" + } +}, +{ + "model": "rsform.constituenta", + "pk": 885, + "fields": { + "schema": 40, + "order": 8, + "alias": "D4", + "cst_type": "term", + "convention": "", + "term_raw": "Неизменяемые объекты", + "term_resolved": "Неизменяемые объекты", + "term_forms": [], + "definition_formal": "X1 \\ red(Pr2(D2))", + "definition_raw": "Множество объектов, для которых нет процесса, поглащающего данный объект", + "definition_resolved": "Множество объектов, для которых нет процесса, поглащающего данный объект" + } +}, +{ + "model": "rsform.constituenta", + "pk": 886, + "fields": { + "schema": 40, + "order": 9, + "alias": "D5", + "cst_type": "term", + "convention": "", + "term_raw": "Невосполнимые объекты", + "term_resolved": "Невосполнимые объекты", + "term_forms": [], + "definition_formal": "X1 \\ red(Pr2(D3))", + "definition_raw": "Множество объектов, для которых нет процесса, создающего данный объект", + "definition_resolved": "Множество объектов, для которых нет процесса, создающего данный объект" + } +}, +{ + "model": "rsform.constituenta", + "pk": 887, + "fields": { + "schema": 40, + "order": 10, + "alias": "F1", + "cst_type": "function", + "convention": "", + "term_raw": "Связанные тройки", + "term_resolved": "Связанные тройки", + "term_forms": [], + "definition_formal": "[α∈ℬ(ℬ(R1)×R2×ℬ(R1))] D{(σ1,σ2)∈α×α | pr3(σ1)∩pr1(σ2)≠∅}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 888, + "fields": { + "schema": 40, + "order": 11, + "alias": "F2", + "cst_type": "function", + "convention": "", + "term_raw": "Связные сети", + "term_resolved": "Связные сети", + "term_forms": [], + "definition_formal": "[λ∈ℬ(R1×R1)] \nD{ξ∈ℬ(Pr1(λ)∪Pr2(λ)) | ∀α∈ξ ∃β∈ξ (α≠β & ((α,β)∈λ ∨ (β,α)∈λ))}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 889, + "fields": { + "schema": 40, + "order": 12, + "alias": "D6", + "cst_type": "term", + "convention": "", + "term_raw": "Связанные элементарные процессы", + "term_resolved": "Связанные элементарные процессы", + "term_forms": [], + "definition_formal": "F1[S1]", + "definition_raw": "Множество пар процессов, в которых выход первого процесса и вход второго пересекаются", + "definition_resolved": "Множество пар процессов, в которых выход первого процесса и вход второго пересекаются" + } +}, +{ + "model": "rsform.constituenta", + "pk": 890, + "fields": { + "schema": 40, + "order": 13, + "alias": "D7", + "cst_type": "term", + "convention": "(в т.ч. составного, т.е. сети процессов)", + "term_raw": "Необходимые процессы для процесса", + "term_resolved": "Необходимые процессы для процесса", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈S1; σ:=Pr1(Fi2[{ξ}](D6))}", + "definition_raw": "Процессы, обеспечивающие протекание процесса - все процессы, некоторыми выходами которых являются входы в данный процесс", + "definition_resolved": "Процессы, обеспечивающие протекание процесса - все процессы, некоторыми выходами которых являются входы в данный процесс" + } +}, +{ + "model": "rsform.constituenta", + "pk": 891, + "fields": { + "schema": 40, + "order": 14, + "alias": "D8", + "cst_type": "term", + "convention": "", + "term_raw": "Сети элементарных процессов", + "term_resolved": "Сети элементарных процессов", + "term_forms": [], + "definition_formal": "F2[D6]", + "definition_raw": "Множество множеств процессов, связанных по входам и выходам", + "definition_resolved": "Множество множеств процессов, связанных по входам и выходам" + } +}, +{ + "model": "rsform.constituenta", + "pk": 892, + "fields": { + "schema": 40, + "order": 15, + "alias": "D9", + "cst_type": "term", + "convention": "", + "term_raw": "Несвязанные входы и выходы сети процессов", + "term_resolved": "Несвязанные входы и выходы сети процессов", + "term_forms": [], + "definition_formal": "I{(ξ,σ1,σ2) | ξ:∈D8; σ1:= red(Pr1(ξ)\\Pr3(ξ)); σ2:= red(Pr3(ξ)\\Pr1(ξ))}", + "definition_raw": "Множество троек: сеть элементарных процессов, множество несвязанных входов, множество несвязанных выходов", + "definition_resolved": "Множество троек: сеть элементарных процессов, множество несвязанных входов, множество несвязанных выходов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 893, + "fields": { + "schema": 40, + "order": 16, + "alias": "D10", + "cst_type": "term", + "convention": "", + "term_raw": "Внутренние объекты сети процессов", + "term_resolved": "Внутренние объекты сети процессов", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈D8; σ:=red(Pr1(ξ))∩red(Pr3(ξ))}", + "definition_raw": "Множество пар: сеть процессов и множество объектов, являющихся одновременно входами и выходами процессов данной сети", + "definition_resolved": "Множество пар: сеть процессов и множество объектов, являющихся одновременно входами и выходами процессов данной сети" + } +}, +{ + "model": "rsform.constituenta", + "pk": 894, + "fields": { + "schema": 40, + "order": 17, + "alias": "D11", + "cst_type": "term", + "convention": "", + "term_raw": "Составные процессы", + "term_resolved": "Составные процессы", + "term_forms": [], + "definition_formal": "Pr2,1,3(D9)", + "definition_raw": "Множество троек: несвязанные входы, сеть элементарных процессов и несвязанные выходы этой сети процессов", + "definition_resolved": "Множество троек: несвязанные входы, сеть элементарных процессов и несвязанные выходы этой сети процессов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 895, + "fields": { + "schema": 40, + "order": 18, + "alias": "D12", + "cst_type": "term", + "convention": "", + "term_raw": "Связанные составные процессы", + "term_resolved": "Связанные составные процессы", + "term_forms": [], + "definition_formal": "F1[D11]", + "definition_raw": "Множество пар составных процессов, для которых существуют общие элементы выхода первого процесса и входа второго", + "definition_resolved": "Множество пар составных процессов, для которых существуют общие элементы выхода первого процесса и входа второго" + } +}, +{ + "model": "rsform.constituenta", + "pk": 896, + "fields": { + "schema": 40, + "order": 19, + "alias": "D13", + "cst_type": "term", + "convention": "", + "term_raw": "Сети составных процессов", + "term_resolved": "Сети составных процессов", + "term_forms": [], + "definition_formal": "F2[D12]", + "definition_raw": "Множество множеств составных процессов, связанных по входам и выходам", + "definition_resolved": "Множество множеств составных процессов, связанных по входам и выходам" + } +}, +{ + "model": "rsform.constituenta", + "pk": 897, + "fields": { + "schema": 40, + "order": 20, + "alias": "D14", + "cst_type": "term", + "convention": "!!!", + "term_raw": "Топология сети процессов", + "term_resolved": "Топология сети процессов", + "term_forms": [], + "definition_formal": "{ξ∈ℬ(D13) |∀α,β∈ξ ∀γ∈ℬ(ℬ(X1)×ℬ(ℬ(X1)×X2×ℬ(X1))×ℬ(X1)) ((debool(α)=debool(β)) & (debool(γ)=debool(α) ⇒ γ∈ξ))}", + "definition_raw": "Группы сетей составных процессов с одинаковой топологией.\nТопология задается пересечением входом/выходов процессов. Поэтому чтобы у группы сетей была одинаковая топология достаточно одинакового состава процессов в сети.", + "definition_resolved": "Группы сетей составных процессов с одинаковой топологией.\nТопология задается пересечением входом/выходов процессов. Поэтому чтобы у группы сетей была одинаковая топология достаточно одинакового состава процессов в сети." + } +}, +{ + "model": "rsform.constituenta", + "pk": 898, + "fields": { + "schema": 40, + "order": 21, + "alias": "D15", + "cst_type": "term", + "convention": "", + "term_raw": "Однократная сеть процессов", + "term_resolved": "Однократная сеть процессов", + "term_forms": [], + "definition_formal": "{ξ∈D13 |{ξ}∈D14 }", + "definition_raw": "Сеть процессов, топология которой не повторяется ни в одной другой сети процессов", + "definition_resolved": "Сеть процессов, топология которой не повторяется ни в одной другой сети процессов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 899, + "fields": { + "schema": 40, + "order": 22, + "alias": "D16", + "cst_type": "term", + "convention": "", + "term_raw": "Воспроизводящаяся сеть процессов", + "term_resolved": "Воспроизводящаяся сеть процессов", + "term_forms": [], + "definition_formal": "{ξ∈D14 | card(ξ)≥2}", + "definition_raw": "Группы из двух и более сетей процессов с одинаковой топологией", + "definition_resolved": "Группы из двух и более сетей процессов с одинаковой топологией" + } +}, +{ + "model": "rsform.constituenta", + "pk": 900, + "fields": { + "schema": 40, + "order": 23, + "alias": "D17", + "cst_type": "term", + "convention": "", + "term_raw": "Процессная целостность", + "term_resolved": "Процессная целостность", + "term_forms": [], + "definition_formal": "{ξ∈D16| ∀α∈ξ ∃β∈ξ ((α≠β) ⇒ ((Pr1(α)∩Pr3(β))≠∅ ∨ (Pr3(α)∩Pr1(β))≠∅))}", + "definition_raw": "Устойчиво повторяющаяся сеть процессов (с одинаковой топологией)\nГруппы сетей процессов с одинаковой топологией, связанных по входам и выходам.", + "definition_resolved": "Устойчиво повторяющаяся сеть процессов (с одинаковой топологией)\nГруппы сетей процессов с одинаковой топологией, связанных по входам и выходам." + } +}, +{ + "model": "rsform.constituenta", + "pk": 924, + "fields": { + "schema": 43, + "order": 1, + "alias": "X1", + "cst_type": "basic", + "convention": "Под «веществом» понимается химическое название вещества", + "term_raw": "Вещества", + "term_resolved": "Вещества", + "term_forms": [], + "definition_formal": "", + "definition_raw": "Множества веществ", + "definition_resolved": "Множества веществ" + } +}, +{ + "model": "rsform.constituenta", + "pk": 925, + "fields": { + "schema": 43, + "order": 2, + "alias": "X2", + "cst_type": "basic", + "convention": "«Объекты» представляют собой неопределяемые материальные сущности – физические тела", + "term_raw": "Объекты", + "term_resolved": "Объекты", + "term_forms": [], + "definition_formal": "", + "definition_raw": "Множество объектов", + "definition_resolved": "Множество объектов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 926, + "fields": { + "schema": 43, + "order": 3, + "alias": "X3", + "cst_type": "basic", + "convention": "«Топос» понимается как часть пространства, имеющая определение, по которому доступными способами идентифицируемы ее границы, в частности, может содержать процессы и объекты, являющиеся входами/выходами в естественных и искусственных процессах данного топоса (термин, более общий, чем сбросы/выбросы/отходы, позволяющий вести регулирование, не специфическое для каждого из трех, а общее)", + "term_raw": "Топосы", + "term_resolved": "Топосы", + "term_forms": [], + "definition_formal": "", + "definition_raw": "Множество топосов", + "definition_resolved": "Множество топосов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 927, + "fields": { + "schema": 43, + "order": 5, + "alias": "S1", + "cst_type": "structure", + "convention": "", + "term_raw": "Отношение объектов и веществ", + "term_resolved": "Отношение объектов и веществ", + "term_forms": [], + "definition_formal": "ℬ(X2×X1) ", + "definition_raw": "Множество пар: объект и вещество, входящее в состав данного объекта", + "definition_resolved": "Множество пар: объект и вещество, входящее в состав данного объекта" + } +}, +{ + "model": "rsform.constituenta", + "pk": 928, + "fields": { + "schema": 43, + "order": 6, + "alias": "S2", + "cst_type": "structure", + "convention": "", + "term_raw": "Положение объектов", + "term_resolved": "Положение объектов", + "term_forms": [], + "definition_formal": "ℬ(X2×X3)", + "definition_raw": "Множество пар: объект и топос, в котором находится объект", + "definition_resolved": "Множество пар: объект и топос, в котором находится объект" + } +}, +{ + "model": "rsform.constituenta", + "pk": 929, + "fields": { + "schema": 43, + "order": 15, + "alias": "D5", + "cst_type": "term", + "convention": "", + "term_raw": "Непротяженные объекты", + "term_resolved": "Непротяженные объекты", + "term_forms": [], + "definition_formal": "X2 \\ Pr1(S2)", + "definition_raw": "Множество объектов, не находящихся ни в одном топосе", + "definition_resolved": "Множество объектов, не находящихся ни в одном топосе" + } +}, +{ + "model": "rsform.constituenta", + "pk": 930, + "fields": { + "schema": 43, + "order": 7, + "alias": "D1", + "cst_type": "term", + "convention": "", + "term_raw": "Нематериальные объекты", + "term_resolved": "Нематериальные объекты", + "term_forms": [], + "definition_formal": "X2 \\ Pr1(S1)", + "definition_raw": "Множество объектов, не состоящих из веществ", + "definition_resolved": "Множество объектов, не состоящих из веществ" + } +}, +{ + "model": "rsform.constituenta", + "pk": 931, + "fields": { + "schema": 43, + "order": 8, + "alias": "A1", + "cst_type": "axiom", + "convention": "", + "term_raw": "", + "term_resolved": "", + "term_forms": [], + "definition_formal": "D1 = ∅", + "definition_raw": "Каждый объект состоит хотя бы из одного вещества", + "definition_resolved": "Каждый объект состоит хотя бы из одного вещества" + } +}, +{ + "model": "rsform.constituenta", + "pk": 932, + "fields": { + "schema": 43, + "order": 9, + "alias": "D2", + "cst_type": "term", + "convention": "", + "term_raw": "Пустые топосы", + "term_resolved": "Пустые топосы", + "term_forms": [], + "definition_formal": "X3 \\ Pr2(S2)", + "definition_raw": "Множество топосов, в которых не находится ни одного объекта", + "definition_resolved": "Множество топосов, в которых не находится ни одного объекта" + } +}, +{ + "model": "rsform.constituenta", + "pk": 933, + "fields": { + "schema": 43, + "order": 10, + "alias": "A2", + "cst_type": "axiom", + "convention": "", + "term_raw": "Пустых топосов нет", + "term_resolved": "Пустых топосов нет", + "term_forms": [], + "definition_formal": "D2 = ∅", + "definition_raw": "Каждый топос содержит хотя бы один объект", + "definition_resolved": "Каждый топос содержит хотя бы один объект" + } +}, +{ + "model": "rsform.constituenta", + "pk": 934, + "fields": { + "schema": 43, + "order": 16, + "alias": "D6", + "cst_type": "term", + "convention": "", + "term_raw": "Составы объектов", + "term_resolved": "Составы объектов", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈X2; σ:=Pr2(Fi1[{ξ}](S1))}", + "definition_raw": "Множество пар: объект и множество всех составляющих его веществ", + "definition_resolved": "Множество пар: объект и множество всех составляющих его веществ" + } +}, +{ + "model": "rsform.constituenta", + "pk": 935, + "fields": { + "schema": 43, + "order": 17, + "alias": "D7", + "cst_type": "term", + "convention": "", + "term_raw": "Объекты, содержащие вещество", + "term_resolved": "Объекты, содержащие вещество", + "term_forms": [], + "definition_formal": "I{(α,σ) | α:∈X1; σ:=Pr1(Fi2[{α}](S1))}", + "definition_raw": "Множество пар: вещество и множество всех объектов, содержащих данное вещество", + "definition_resolved": "Множество пар: вещество и множество всех объектов, содержащих данное вещество" + } +}, +{ + "model": "rsform.constituenta", + "pk": 936, + "fields": { + "schema": 43, + "order": 11, + "alias": "D3", + "cst_type": "term", + "convention": "", + "term_raw": "Смеси (Объектные среды)", + "term_resolved": "Смеси (Объектные среды)", + "term_forms": [], + "definition_formal": "I{(λ,σ) | λ:∈X3; σ:=Pr1(Fi2[{λ}](S2))}", + "definition_raw": "Множество пар: топос и подмножество объектов, находящихся в данном топосе", + "definition_resolved": "Множество пар: топос и подмножество объектов, находящихся в данном топосе" + } +}, +{ + "model": "rsform.constituenta", + "pk": 937, + "fields": { + "schema": 43, + "order": 18, + "alias": "D8", + "cst_type": "term", + "convention": "", + "term_raw": "Составы смесей", + "term_resolved": "Составы смесей", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈D3; σ:=Pr2(Fi1[pr2(ξ)](S1))}", + "definition_raw": "Множество пар: смесь и вещества, входящие в состав ее объектов", + "definition_resolved": "Множество пар: смесь и вещества, входящие в состав ее объектов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 938, + "fields": { + "schema": 43, + "order": 19, + "alias": "D9", + "cst_type": "term", + "convention": "", + "term_raw": "Концентрации веществ в топосе", + "term_resolved": "Концентрации веществ в топосе", + "term_forms": [], + "definition_formal": "I{(α,τ,σ1,σ2) | α:∈X1; τ:∈X3; \nσ2:=Pr1(Fi2[{τ}](S2)); \nσα:=Pr1(Fi2[{α}](S1)); \nσ1:=σ2∩σα}", + "definition_raw": "Множество четверок: вещество, топос, множество объектов, содержащих данное вещество в данном топосе, множество объектов, содержащихся в данном топосе", + "definition_resolved": "Множество четверок: вещество, топос, множество объектов, содержащих данное вещество в данном топосе, множество объектов, содержащихся в данном топосе" + } +}, +{ + "model": "rsform.constituenta", + "pk": 939, + "fields": { + "schema": 43, + "order": 20, + "alias": "D10", + "cst_type": "term", + "convention": "", + "term_raw": "Универсальные вещества", + "term_resolved": "Универсальные вещества", + "term_forms": [], + "definition_formal": "D{ξ∈X1 | Pr1(Fi2[{ξ}](S1)) = X2}", + "definition_raw": "Множество веществ, входящий в каждый объект", + "definition_resolved": "Множество веществ, входящий в каждый объект" + } +}, +{ + "model": "rsform.constituenta", + "pk": 941, + "fields": { + "schema": 43, + "order": 4, + "alias": "X4", + "cst_type": "basic", + "convention": "", + "term_raw": "Типы отношений", + "term_resolved": "Типы отношений", + "term_forms": [], + "definition_formal": "", + "definition_raw": "Множество типов отношений", + "definition_resolved": "Множество типов отношений" + } +}, +{ + "model": "rsform.constituenta", + "pk": 942, + "fields": { + "schema": 43, + "order": 12, + "alias": "S3", + "cst_type": "structure", + "convention": "", + "term_raw": "Отношения между объектами", + "term_resolved": "Отношения между объектами", + "term_forms": [], + "definition_formal": "ℬ(D3×D3×X4)", + "definition_raw": "Множество троек: два объекта и тип отношения между ними", + "definition_resolved": "Множество троек: два объекта и тип отношения между ними" + } +}, +{ + "model": "rsform.constituenta", + "pk": 943, + "fields": { + "schema": 43, + "order": 14, + "alias": "A3", + "cst_type": "axiom", + "convention": "", + "term_raw": "Симметричность", + "term_resolved": "Симметричность", + "term_forms": [], + "definition_formal": "∀(α,β,γ)∈S3 (β,α,γ)∈S3", + "definition_raw": "Симметричность отношений между объектами", + "definition_resolved": "Симметричность отношений между объектами" + } +}, +{ + "model": "rsform.constituenta", + "pk": 944, + "fields": { + "schema": 43, + "order": 21, + "alias": "D11", + "cst_type": "term", + "convention": "", + "term_raw": "Аспекты объекта", + "term_resolved": "Аспекты объекта", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈D3; σ:=Pr3(Fi1[{ξ}](S3))}", + "definition_raw": "Множество пар: объект и множество отношений, в которых он состоит", + "definition_resolved": "Множество пар: объект и множество отношений, в которых он состоит" + } +}, +{ + "model": "rsform.constituenta", + "pk": 945, + "fields": { + "schema": 43, + "order": 13, + "alias": "D4", + "cst_type": "term", + "convention": "", + "term_raw": "Связанные объекты", + "term_resolved": "Связанные объекты", + "term_forms": [], + "definition_formal": "Pr1,2(S3)", + "definition_raw": "Множество пар: объект и связанный с ним объект", + "definition_resolved": "Множество пар: объект и связанный с ним объект" + } +}, +{ + "model": "rsform.constituenta", + "pk": 946, + "fields": { + "schema": 43, + "order": 22, + "alias": "D12", + "cst_type": "term", + "convention": "", + "term_raw": "Объекты, состоящие в заданном отношении", + "term_resolved": "Объекты, состоящие в заданном отношении", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈X4; σ:=Pr1(Fi3[{ξ}](S3))}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 947, + "fields": { + "schema": 44, + "order": 1, + "alias": "X1", + "cst_type": "basic", + "convention": "Под объектами понимаются физические тела", + "term_raw": "Объекты", + "term_resolved": "Объекты", + "term_forms": [], + "definition_formal": "", + "definition_raw": "Множество объектов", + "definition_resolved": "Множество объектов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 948, + "fields": { + "schema": 44, + "order": 2, + "alias": "X2", + "cst_type": "basic", + "convention": "Типовые изменения объектов представляют собой, например, \"химические реакции\", \"преобразование формы\", \"преобразование фазового состояния\"", + "term_raw": "Типы изменений", + "term_resolved": "Типы изменений", + "term_forms": [], + "definition_formal": "", + "definition_raw": "Множество типовых изменений", + "definition_resolved": "Множество типовых изменений" + } +}, +{ + "model": "rsform.constituenta", + "pk": 949, + "fields": { + "schema": 44, + "order": 6, + "alias": "S1", + "cst_type": "structure", + "convention": "", + "term_raw": "Элементарные процессы", + "term_resolved": "Элементарные процессы", + "term_forms": [], + "definition_formal": "ℬ(ℬ(X1)×X2×ℬ(X1))", + "definition_raw": "Множество троек: множество объектов-входов, типовое изменение, множество объектов-выходов", + "definition_resolved": "Множество троек: множество объектов-входов, типовое изменение, множество объектов-выходов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 950, + "fields": { + "schema": 44, + "order": 7, + "alias": "A1", + "cst_type": "axiom", + "convention": "", + "term_raw": "", + "term_resolved": "", + "term_forms": [], + "definition_formal": "∀σ1,σ2∈S1 ((pr1(σ1) = pr1(σ2) & pr3(σ1) = pr3(σ2)) ⇒ pr2(σ1) = pr2(σ2))", + "definition_raw": "Для одного набора входов и выходов только один тип", + "definition_resolved": "Для одного набора входов и выходов только один тип" + } +}, +{ + "model": "rsform.constituenta", + "pk": 951, + "fields": { + "schema": 44, + "order": 18, + "alias": "D5", + "cst_type": "term", + "convention": "", + "term_raw": "Неизменямые объекты процесса", + "term_resolved": "Неизменямые объекты процесса", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈S1; σ:=pr1(ξ)∩pr3(ξ)}", + "definition_raw": "Множество пар: элементарный процесс и множество всех объектов, входящих одновременно во вход и в выход этого процесса", + "definition_resolved": "Множество пар: элементарный процесс и множество всех объектов, входящих одновременно во вход и в выход этого процесса" + } +}, +{ + "model": "rsform.constituenta", + "pk": 952, + "fields": { + "schema": 44, + "order": 19, + "alias": "D6", + "cst_type": "term", + "convention": "", + "term_raw": "Поглощаемые объекты процесса", + "term_resolved": "Поглощаемые объекты процесса", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈S1; σ:=pr1(ξ)\\pr3(ξ)}", + "definition_raw": "Множество пар: элементарный процесс и множество всех объектов, входящих во вход, но не в выход этого элементарного процесса", + "definition_resolved": "Множество пар: элементарный процесс и множество всех объектов, входящих во вход, но не в выход этого элементарного процесса" + } +}, +{ + "model": "rsform.constituenta", + "pk": 953, + "fields": { + "schema": 44, + "order": 20, + "alias": "D7", + "cst_type": "term", + "convention": "", + "term_raw": "Создаваемые объекты процесса", + "term_resolved": "Создаваемые объекты процесса", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈S1; σ:=pr3(ξ)\\pr1(ξ)}", + "definition_raw": "Множество пар: элементарный процесс и множество всех объектов, входящих в выход, но не во вход этого элементарного процесса", + "definition_resolved": "Множество пар: элементарный процесс и множество всех объектов, входящих в выход, но не во вход этого элементарного процесса" + } +}, +{ + "model": "rsform.constituenta", + "pk": 954, + "fields": { + "schema": 44, + "order": 21, + "alias": "D8", + "cst_type": "term", + "convention": "", + "term_raw": "Неизменяемые объекты", + "term_resolved": "Неизменяемые объекты", + "term_forms": [], + "definition_formal": "X1 \\ red(Pr2(D6))", + "definition_raw": "Множество объектов, для которых нет процесса, поглащающего данный объект", + "definition_resolved": "Множество объектов, для которых нет процесса, поглащающего данный объект" + } +}, +{ + "model": "rsform.constituenta", + "pk": 955, + "fields": { + "schema": 44, + "order": 22, + "alias": "D9", + "cst_type": "term", + "convention": "", + "term_raw": "Невосполнимые объекты", + "term_resolved": "Невосполнимые объекты", + "term_forms": [], + "definition_formal": "X1 \\ red(Pr2(D7))", + "definition_raw": "Множество объектов, для которых нет процесса, создающего данный объект", + "definition_resolved": "Множество объектов, для которых нет процесса, создающего данный объект" + } +}, +{ + "model": "rsform.constituenta", + "pk": 956, + "fields": { + "schema": 44, + "order": 23, + "alias": "F1", + "cst_type": "function", + "convention": "", + "term_raw": "Связанные тройки", + "term_resolved": "Связанные тройки", + "term_forms": [], + "definition_formal": "[α∈ℬ(ℬ(R1)×R2×ℬ(R1))] D{(σ1,σ2)∈α×α | pr3(σ1)∩pr1(σ2)≠∅}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 957, + "fields": { + "schema": 44, + "order": 24, + "alias": "F2", + "cst_type": "function", + "convention": "", + "term_raw": "Связные сети", + "term_resolved": "Связные сети", + "term_forms": [], + "definition_formal": "[λ∈ℬ(R1×R1)] \nD{ξ∈ℬ(Pr1(λ)∪Pr2(λ)) | ∀α∈ξ ∃β∈ξ (α≠β & ((α,β)∈λ ∨ (β,α)∈λ))}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "rsform.constituenta", + "pk": 958, + "fields": { + "schema": 44, + "order": 25, + "alias": "D10", + "cst_type": "term", + "convention": "", + "term_raw": "Связанные элементарные процессы", + "term_resolved": "Связанные элементарные процессы", + "term_forms": [], + "definition_formal": "F1[S1]", + "definition_raw": "Множество пар процессов, в которых выход первого процесса и вход второго пересекаются", + "definition_resolved": "Множество пар процессов, в которых выход первого процесса и вход второго пересекаются" + } +}, +{ + "model": "rsform.constituenta", + "pk": 959, + "fields": { + "schema": 44, + "order": 26, + "alias": "D11", + "cst_type": "term", + "convention": "(в т.ч. составного, т.е. сети процессов)", + "term_raw": "Необходимые процессы для процесса", + "term_resolved": "Необходимые процессы для процесса", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈S1; σ:=Pr1(Fi2[{ξ}](D10))}", + "definition_raw": "Процессы, обеспечивающие протекание процесса - все процессы, некоторыми выходами которых являются входы в данный процесс", + "definition_resolved": "Процессы, обеспечивающие протекание процесса - все процессы, некоторыми выходами которых являются входы в данный процесс" + } +}, +{ + "model": "rsform.constituenta", + "pk": 960, + "fields": { + "schema": 44, + "order": 27, + "alias": "D12", + "cst_type": "term", + "convention": "", + "term_raw": "Сети элементарных процессов", + "term_resolved": "Сети элементарных процессов", + "term_forms": [], + "definition_formal": "F2[D10]", + "definition_raw": "Множество множеств процессов, связанных по входам и выходам", + "definition_resolved": "Множество множеств процессов, связанных по входам и выходам" + } +}, +{ + "model": "rsform.constituenta", + "pk": 961, + "fields": { + "schema": 44, + "order": 28, + "alias": "D13", + "cst_type": "term", + "convention": "", + "term_raw": "Несвязанные входы и выходы сети процессов", + "term_resolved": "Несвязанные входы и выходы сети процессов", + "term_forms": [], + "definition_formal": "I{(ξ,σ1,σ2) | ξ:∈D12; σ1:= red(Pr1(ξ)\\Pr3(ξ)); σ2:= red(Pr3(ξ)\\Pr1(ξ))}", + "definition_raw": "Множество троек: сеть элементарных процессов, множество несвязанных входов, множество несвязанных выходов", + "definition_resolved": "Множество троек: сеть элементарных процессов, множество несвязанных входов, множество несвязанных выходов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 962, + "fields": { + "schema": 44, + "order": 30, + "alias": "D15", + "cst_type": "term", + "convention": "", + "term_raw": "Внутренние объекты сети процессов", + "term_resolved": "Внутренние объекты сети процессов", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈D12; σ:=red(Pr1(ξ))∩red(Pr3(ξ))}", + "definition_raw": "Множество пар: сеть процессов и множество объектов, являющихся одновременно входами и выходами процессов данной сети", + "definition_resolved": "Множество пар: сеть процессов и множество объектов, являющихся одновременно входами и выходами процессов данной сети" + } +}, +{ + "model": "rsform.constituenta", + "pk": 963, + "fields": { + "schema": 44, + "order": 29, + "alias": "D14", + "cst_type": "term", + "convention": "", + "term_raw": "Составные процессы", + "term_resolved": "Составные процессы", + "term_forms": [], + "definition_formal": "Pr2,1,3(D13)", + "definition_raw": "Множество троек: несвязанные входы, сеть элементарных процессов и несвязанные выходы этой сети процессов", + "definition_resolved": "Множество троек: несвязанные входы, сеть элементарных процессов и несвязанные выходы этой сети процессов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 964, + "fields": { + "schema": 44, + "order": 31, + "alias": "D16", + "cst_type": "term", + "convention": "", + "term_raw": "Связанные составные процессы", + "term_resolved": "Связанные составные процессы", + "term_forms": [], + "definition_formal": "F1[D14]", + "definition_raw": "Множество пар составных процессов, для которых существуют общие элементы выхода первого процесса и входа второго", + "definition_resolved": "Множество пар составных процессов, для которых существуют общие элементы выхода первого процесса и входа второго" + } +}, +{ + "model": "rsform.constituenta", + "pk": 965, + "fields": { + "schema": 44, + "order": 32, + "alias": "D17", + "cst_type": "term", + "convention": "", + "term_raw": "Сети составных процессов", + "term_resolved": "Сети составных процессов", + "term_forms": [], + "definition_formal": "F2[D16]", + "definition_raw": "Множество множеств составных процессов, связанных по входам и выходам", + "definition_resolved": "Множество множеств составных процессов, связанных по входам и выходам" + } +}, +{ + "model": "rsform.constituenta", + "pk": 966, + "fields": { + "schema": 44, + "order": 33, + "alias": "D18", + "cst_type": "term", + "convention": "!!!", + "term_raw": "Топология сети процессов", + "term_resolved": "Топология сети процессов", + "term_forms": [], + "definition_formal": "{ξ∈ℬ(D17) |∀α,β∈ξ ∀γ∈ℬ(ℬ(X1)×ℬ(ℬ(X1)×X2×ℬ(X1))×ℬ(X1)) ((debool(α)=debool(β)) & (debool(γ)=debool(α) ⇒ γ∈ξ))}", + "definition_raw": "Группы сетей составных процессов с одинаковой топологией.\nТопология задается пересечением входом/выходов процессов. Поэтому чтобы у группы сетей была одинаковая топология достаточно одинакового состава процессов в сети.", + "definition_resolved": "Группы сетей составных процессов с одинаковой топологией.\nТопология задается пересечением входом/выходов процессов. Поэтому чтобы у группы сетей была одинаковая топология достаточно одинакового состава процессов в сети." + } +}, +{ + "model": "rsform.constituenta", + "pk": 967, + "fields": { + "schema": 44, + "order": 34, + "alias": "D19", + "cst_type": "term", + "convention": "", + "term_raw": "Однократная сеть процессов", + "term_resolved": "Однократная сеть процессов", + "term_forms": [], + "definition_formal": "{ξ∈D17 |{ξ}∈D18 }", + "definition_raw": "Сеть процессов, топология которой не повторяется ни в одной другой сети процессов", + "definition_resolved": "Сеть процессов, топология которой не повторяется ни в одной другой сети процессов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 968, + "fields": { + "schema": 44, + "order": 35, + "alias": "D20", + "cst_type": "term", + "convention": "", + "term_raw": "Воспроизводящаяся сеть процессов", + "term_resolved": "Воспроизводящаяся сеть процессов", + "term_forms": [], + "definition_formal": "{ξ∈D18 | card(ξ)≥2}", + "definition_raw": "Группы из двух и более сетей процессов с одинаковой топологией", + "definition_resolved": "Группы из двух и более сетей процессов с одинаковой топологией" + } +}, +{ + "model": "rsform.constituenta", + "pk": 969, + "fields": { + "schema": 44, + "order": 36, + "alias": "D21", + "cst_type": "term", + "convention": "", + "term_raw": "Процессная целостность", + "term_resolved": "Процессная целостность", + "term_forms": [], + "definition_formal": "{ξ∈D20| ∀α∈ξ ∃β∈ξ ((α≠β) ⇒ ((Pr1(α)∩Pr3(β))≠∅ ∨ (Pr3(α)∩Pr1(β))≠∅))}", + "definition_raw": "Устойчиво повторяющаяся сеть процессов (с одинаковой топологией)\nГруппы сетей процессов с одинаковой топологией, связанных по входам и выходам.", + "definition_resolved": "Устойчиво повторяющаяся сеть процессов (с одинаковой топологией)\nГруппы сетей процессов с одинаковой топологией, связанных по входам и выходам." + } +}, +{ + "model": "rsform.constituenta", + "pk": 970, + "fields": { + "schema": 44, + "order": 3, + "alias": "X3", + "cst_type": "basic", + "convention": "Под «веществом» понимается химическое название вещества", + "term_raw": "Вещества", + "term_resolved": "Вещества", + "term_forms": [], + "definition_formal": "", + "definition_raw": "Множества веществ", + "definition_resolved": "Множества веществ" + } +}, +{ + "model": "rsform.constituenta", + "pk": 972, + "fields": { + "schema": 44, + "order": 4, + "alias": "X4", + "cst_type": "basic", + "convention": "«Топос» понимается как часть пространства, имеющая определение, по которому доступными способами идентифицируемы ее границы, в частности, может содержать процессы и объекты, являющиеся входами/выходами в естественных и искусственных процессах данного топоса (термин, более общий, чем сбросы/выбросы/отходы, позволяющий вести регулирование, не специфическое для каждого из трех, а общее)", + "term_raw": "Топосы", + "term_resolved": "Топосы", + "term_forms": [], + "definition_formal": "", + "definition_raw": "Множество топосов", + "definition_resolved": "Множество топосов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 973, + "fields": { + "schema": 44, + "order": 8, + "alias": "S2", + "cst_type": "structure", + "convention": "", + "term_raw": "Отношение объектов и веществ", + "term_resolved": "Отношение объектов и веществ", + "term_forms": [], + "definition_formal": "ℬ(X1×X3) ", + "definition_raw": "Множество пар: объект и вещество, входящее в состав данного объекта", + "definition_resolved": "Множество пар: объект и вещество, входящее в состав данного объекта" + } +}, +{ + "model": "rsform.constituenta", + "pk": 974, + "fields": { + "schema": 44, + "order": 9, + "alias": "S3", + "cst_type": "structure", + "convention": "", + "term_raw": "Положение объектов", + "term_resolved": "Положение объектов", + "term_forms": [], + "definition_formal": "ℬ(X1×X4)", + "definition_raw": "Множество пар: объект и топос, в котором находится объект", + "definition_resolved": "Множество пар: объект и топос, в котором находится объект" + } +}, +{ + "model": "rsform.constituenta", + "pk": 975, + "fields": { + "schema": 44, + "order": 37, + "alias": "D22", + "cst_type": "term", + "convention": "", + "term_raw": "Непротяженные объекты", + "term_resolved": "Непротяженные объекты", + "term_forms": [], + "definition_formal": "X1 \\ Pr1(S3)", + "definition_raw": "Множество объектов, не находящихся ни в одном топосе", + "definition_resolved": "Множество объектов, не находящихся ни в одном топосе" + } +}, +{ + "model": "rsform.constituenta", + "pk": 976, + "fields": { + "schema": 44, + "order": 10, + "alias": "D1", + "cst_type": "term", + "convention": "", + "term_raw": "Нематериальные объекты", + "term_resolved": "Нематериальные объекты", + "term_forms": [], + "definition_formal": "X1 \\ Pr1(S2)", + "definition_raw": "Множество объектов, не состоящих из веществ", + "definition_resolved": "Множество объектов, не состоящих из веществ" + } +}, +{ + "model": "rsform.constituenta", + "pk": 977, + "fields": { + "schema": 44, + "order": 11, + "alias": "A2", + "cst_type": "axiom", + "convention": "", + "term_raw": "", + "term_resolved": "", + "term_forms": [], + "definition_formal": "D1 = ∅", + "definition_raw": "Каждый объект состоит хотя бы из одного вещества", + "definition_resolved": "Каждый объект состоит хотя бы из одного вещества" + } +}, +{ + "model": "rsform.constituenta", + "pk": 978, + "fields": { + "schema": 44, + "order": 12, + "alias": "D2", + "cst_type": "term", + "convention": "", + "term_raw": "Пустые топосы", + "term_resolved": "Пустые топосы", + "term_forms": [], + "definition_formal": "X4 \\ Pr2(S3)", + "definition_raw": "Множество топосов, в которых не находится ни одного объекта", + "definition_resolved": "Множество топосов, в которых не находится ни одного объекта" + } +}, +{ + "model": "rsform.constituenta", + "pk": 979, + "fields": { + "schema": 44, + "order": 13, + "alias": "A3", + "cst_type": "axiom", + "convention": "", + "term_raw": "Пустых топосов нет", + "term_resolved": "Пустых топосов нет", + "term_forms": [], + "definition_formal": "D2 = ∅", + "definition_raw": "Каждый топос содержит хотя бы один объект", + "definition_resolved": "Каждый топос содержит хотя бы один объект" + } +}, +{ + "model": "rsform.constituenta", + "pk": 980, + "fields": { + "schema": 44, + "order": 38, + "alias": "D23", + "cst_type": "term", + "convention": "", + "term_raw": "Составы объектов", + "term_resolved": "Составы объектов", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈X1; σ:=Pr2(Fi1[{ξ}](S2))}", + "definition_raw": "Множество пар: объект и множество всех составляющих его веществ", + "definition_resolved": "Множество пар: объект и множество всех составляющих его веществ" + } +}, +{ + "model": "rsform.constituenta", + "pk": 981, + "fields": { + "schema": 44, + "order": 39, + "alias": "D24", + "cst_type": "term", + "convention": "", + "term_raw": "Объекты, содержащие вещество", + "term_resolved": "Объекты, содержащие вещество", + "term_forms": [], + "definition_formal": "I{(α,σ) | α:∈X3; σ:=Pr1(Fi2[{α}](S2))}", + "definition_raw": "Множество пар: вещество и множество всех объектов, содержащих данное вещество", + "definition_resolved": "Множество пар: вещество и множество всех объектов, содержащих данное вещество" + } +}, +{ + "model": "rsform.constituenta", + "pk": 982, + "fields": { + "schema": 44, + "order": 14, + "alias": "D3", + "cst_type": "term", + "convention": "", + "term_raw": "Смеси (Объектные среды)", + "term_resolved": "Смеси (Объектные среды)", + "term_forms": [], + "definition_formal": "I{(λ,σ) | λ:∈X4; σ:=Pr1(Fi2[{λ}](S3))}", + "definition_raw": "Множество пар: топос и подмножество объектов, находящихся в данном топосе", + "definition_resolved": "Множество пар: топос и подмножество объектов, находящихся в данном топосе" + } +}, +{ + "model": "rsform.constituenta", + "pk": 983, + "fields": { + "schema": 44, + "order": 40, + "alias": "D25", + "cst_type": "term", + "convention": "", + "term_raw": "Составы смесей", + "term_resolved": "Составы смесей", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈D3; σ:=Pr2(Fi1[pr2(ξ)](S2))}", + "definition_raw": "Множество пар: смесь и вещества, входящие в состав ее объектов", + "definition_resolved": "Множество пар: смесь и вещества, входящие в состав ее объектов" + } +}, +{ + "model": "rsform.constituenta", + "pk": 984, + "fields": { + "schema": 44, + "order": 41, + "alias": "D26", + "cst_type": "term", + "convention": "", + "term_raw": "Концентрации веществ в топосе", + "term_resolved": "Концентрации веществ в топосе", + "term_forms": [], + "definition_formal": "I{(α,τ,σ1,σ2) | α:∈X3; τ:∈X4; \nσ2:=Pr1(Fi2[{τ}](S3)); \nσα:=Pr1(Fi2[{α}](S2)); \nσ1:=σ2∩σα}", + "definition_raw": "Множество четверок: вещество, топос, множество объектов, содержащих данное вещество в данном топосе, множество объектов, содержащихся в данном топосе", + "definition_resolved": "Множество четверок: вещество, топос, множество объектов, содержащих данное вещество в данном топосе, множество объектов, содержащихся в данном топосе" + } +}, +{ + "model": "rsform.constituenta", + "pk": 985, + "fields": { + "schema": 44, + "order": 42, + "alias": "D27", + "cst_type": "term", + "convention": "", + "term_raw": "Универсальные вещества", + "term_resolved": "Универсальные вещества", + "term_forms": [], + "definition_formal": "D{ξ∈X3 | Pr1(Fi2[{ξ}](S2)) = X1}", + "definition_raw": "Множество веществ, входящий в каждый объект", + "definition_resolved": "Множество веществ, входящий в каждый объект" + } +}, +{ + "model": "rsform.constituenta", + "pk": 986, + "fields": { + "schema": 44, + "order": 5, + "alias": "X5", + "cst_type": "basic", + "convention": "", + "term_raw": "Типы отношений", + "term_resolved": "Типы отношений", + "term_forms": [], + "definition_formal": "", + "definition_raw": "Множество типов отношений", + "definition_resolved": "Множество типов отношений" + } +}, +{ + "model": "rsform.constituenta", + "pk": 987, + "fields": { + "schema": 44, + "order": 15, + "alias": "S4", + "cst_type": "structure", + "convention": "", + "term_raw": "Отношения между объектами", + "term_resolved": "Отношения между объектами", + "term_forms": [], + "definition_formal": "ℬ(D3×D3×X5)", + "definition_raw": "Множество троек: два объекта и тип отношения между ними", + "definition_resolved": "Множество троек: два объекта и тип отношения между ними" + } +}, +{ + "model": "rsform.constituenta", + "pk": 988, + "fields": { + "schema": 44, + "order": 17, + "alias": "A4", + "cst_type": "axiom", + "convention": "", + "term_raw": "Симметричность", + "term_resolved": "Симметричность", + "term_forms": [], + "definition_formal": "∀(α,β,γ)∈S4 (β,α,γ)∈S4", + "definition_raw": "Симметричность отношений между объектами", + "definition_resolved": "Симметричность отношений между объектами" + } +}, +{ + "model": "rsform.constituenta", + "pk": 989, + "fields": { + "schema": 44, + "order": 43, + "alias": "D28", + "cst_type": "term", + "convention": "", + "term_raw": "Аспекты объекта", + "term_resolved": "Аспекты объекта", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈D3; σ:=Pr3(Fi1[{ξ}](S4))}", + "definition_raw": "Множество пар: объект и множество отношений, в которых он состоит", + "definition_resolved": "Множество пар: объект и множество отношений, в которых он состоит" + } +}, +{ + "model": "rsform.constituenta", + "pk": 990, + "fields": { + "schema": 44, + "order": 16, + "alias": "D4", + "cst_type": "term", + "convention": "", + "term_raw": "Связанные объекты", + "term_resolved": "Связанные объекты", + "term_forms": [], + "definition_formal": "Pr1,2(S4)", + "definition_raw": "Множество пар: объект и связанный с ним объект", + "definition_resolved": "Множество пар: объект и связанный с ним объект" + } +}, +{ + "model": "rsform.constituenta", + "pk": 991, + "fields": { + "schema": 44, + "order": 44, + "alias": "D29", + "cst_type": "term", + "convention": "", + "term_raw": "Объекты, состоящие в заданном отношении", + "term_resolved": "Объекты, состоящие в заданном отношении", + "term_forms": [], + "definition_formal": "I{(ξ,σ) | ξ:∈X5; σ:=Pr1(Fi3[{ξ}](S4))}", + "definition_raw": "", + "definition_resolved": "" + } +}, +{ + "model": "oss.argument", + "pk": 7, + "fields": { + "operation": 9, + "argument": 1 + } +}, +{ + "model": "oss.argument", + "pk": 8, + "fields": { + "operation": 9, + "argument": 2 + } +}, +{ + "model": "oss.argument", + "pk": 9, + "fields": { + "operation": 10, + "argument": 4 + } +}, +{ + "model": "oss.argument", + "pk": 10, + "fields": { + "operation": 10, + "argument": 9 + } +}, +{ + "model": "oss.inheritance", + "pk": 24, + "fields": { + "operation": 9, + "parent": 854, + "child": 924 + } +}, +{ + "model": "oss.inheritance", + "pk": 25, + "fields": { + "operation": 9, + "parent": 855, + "child": 925 + } +}, +{ + "model": "oss.inheritance", + "pk": 26, + "fields": { + "operation": 9, + "parent": 856, + "child": 926 + } +}, +{ + "model": "oss.inheritance", + "pk": 27, + "fields": { + "operation": 9, + "parent": 857, + "child": 927 + } 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"operation": 10, + "parent": 885, + "child": 954 + } +}, +{ + "model": "oss.inheritance", + "pk": 54, + "fields": { + "operation": 10, + "parent": 886, + "child": 955 + } +}, +{ + "model": "oss.inheritance", + "pk": 55, + "fields": { + "operation": 10, + "parent": 887, + "child": 956 + } +}, +{ + "model": "oss.inheritance", + "pk": 56, + "fields": { + "operation": 10, + "parent": 888, + "child": 957 + } +}, +{ + "model": "oss.inheritance", + "pk": 57, + "fields": { + "operation": 10, + "parent": 889, + "child": 958 + } +}, +{ + "model": "oss.inheritance", + "pk": 58, + "fields": { + "operation": 10, + "parent": 890, + "child": 959 + } +}, +{ + "model": "oss.inheritance", + "pk": 59, + "fields": { + "operation": 10, + "parent": 891, + "child": 960 + } +}, +{ + "model": "oss.inheritance", + "pk": 60, + "fields": { + "operation": 10, + "parent": 892, + "child": 961 + } +}, +{ + "model": "oss.inheritance", + "pk": 61, + "fields": { + "operation": 10, + "parent": 893, + "child": 962 + } +}, +{ + "model": "oss.inheritance", + "pk": 62, + "fields": { + "operation": 10, + "parent": 894, + "child": 963 + } +}, +{ + "model": "oss.inheritance", + "pk": 63, + "fields": { + "operation": 10, + "parent": 895, + "child": 964 + } +}, +{ + "model": "oss.inheritance", + "pk": 64, + "fields": { + "operation": 10, + "parent": 896, + "child": 965 + } +}, +{ + "model": "oss.inheritance", + "pk": 65, + "fields": { + "operation": 10, + "parent": 897, + "child": 966 + } +}, +{ + "model": "oss.inheritance", + "pk": 66, + "fields": { + "operation": 10, + "parent": 898, + "child": 967 + } +}, +{ + "model": "oss.inheritance", + "pk": 67, + "fields": { + "operation": 10, + "parent": 899, + "child": 968 + } +}, +{ + "model": "oss.inheritance", + "pk": 68, + "fields": { + "operation": 10, + "parent": 900, + "child": 969 + } +}, +{ + "model": "oss.inheritance", + "pk": 69, + "fields": { + "operation": 10, + "parent": 924, + "child": 970 + } +}, +{ + "model": "oss.inheritance", + "pk": 70, + "fields": { + "operation": 10, + "parent": 926, + "child": 972 + } +}, +{ + "model": "oss.inheritance", + "pk": 71, + "fields": { + "operation": 10, + "parent": 927, + "child": 973 + } +}, +{ + "model": "oss.inheritance", + "pk": 72, + "fields": { + "operation": 10, + "parent": 928, + "child": 974 + } +}, +{ + "model": "oss.inheritance", + "pk": 73, + "fields": { + "operation": 10, + "parent": 929, + "child": 975 + } +}, +{ + "model": "oss.inheritance", + "pk": 74, + "fields": { + "operation": 10, + "parent": 930, + "child": 976 + } +}, +{ + "model": "oss.inheritance", + "pk": 75, + "fields": { + "operation": 10, + "parent": 931, + "child": 977 + } +}, +{ + "model": "oss.inheritance", + "pk": 76, + "fields": { + "operation": 10, + "parent": 932, + "child": 978 + } +}, +{ + "model": "oss.inheritance", + "pk": 77, + "fields": { + "operation": 10, + "parent": 933, + "child": 979 + } +}, +{ + "model": "oss.inheritance", + "pk": 78, + "fields": { + "operation": 10, + "parent": 934, + "child": 980 + } +}, +{ + "model": "oss.inheritance", + "pk": 79, + "fields": { + "operation": 10, + "parent": 935, + "child": 981 + } +}, +{ + "model": "oss.inheritance", + "pk": 80, + "fields": { + "operation": 10, + "parent": 936, + "child": 982 + } +}, +{ + "model": "oss.inheritance", + "pk": 81, + "fields": { + "operation": 10, + "parent": 937, + "child": 983 + } +}, +{ + "model": "oss.inheritance", + "pk": 82, + "fields": { + "operation": 10, + "parent": 938, + "child": 984 + } +}, +{ + "model": "oss.inheritance", + "pk": 83, + "fields": { + "operation": 10, + "parent": 939, + "child": 985 + } +}, +{ + "model": "oss.inheritance", + "pk": 84, + "fields": { + "operation": 10, + "parent": 941, + "child": 986 + } +}, +{ + "model": "oss.inheritance", + "pk": 85, + "fields": { + "operation": 10, + "parent": 942, + "child": 987 + } +}, +{ + "model": "oss.inheritance", + "pk": 86, + "fields": { + "operation": 10, + "parent": 943, + "child": 988 + } +}, +{ + "model": "oss.inheritance", + "pk": 87, + "fields": { + "operation": 10, + "parent": 944, + "child": 989 + } +}, +{ + "model": "oss.inheritance", + "pk": 88, + "fields": { + "operation": 10, + "parent": 945, + "child": 990 + } +}, +{ + "model": "oss.inheritance", + "pk": 89, + "fields": { + "operation": 10, + "parent": 946, + "child": 991 + } +}, +{ + "model": "oss.substitution", + "pk": 1, + "fields": { + "operation": 9, + "original": 871, + "substitution": 866 + } +}, +{ + "model": "oss.substitution", + "pk": 2, + "fields": { + "operation": 10, + "original": 925, + "substitution": 878 + } +}, +{ + "model": "oss.operation", + "pk": 1, + "fields": { + "oss": 41, + "operation_type": "input", + "result": 38, + "alias": "КС Вещества", + "title": "Вещества и смеси", + "comment": "", + "position_x": 530.0, + "position_y": 370.0 + } +}, +{ + "model": "oss.operation", + "pk": 2, + "fields": { + "oss": 41, + "operation_type": "input", + "result": 39, + "alias": "КС ООО", + "title": "Объект-объектные отношения", + "comment": "", + "position_x": 710.0, + "position_y": 370.0 + } +}, +{ + "model": "oss.operation", + "pk": 4, + "fields": { + "oss": 41, + "operation_type": "input", + "result": 40, + "alias": "КС Процессы", + "title": "Процессы", + "comment": "", + "position_x": 890.0, + "position_y": 370.0 + } +}, +{ + "model": "oss.operation", + "pk": 9, + "fields": { + "oss": 41, + "operation_type": "synthesis", + "result": 43, + "alias": "КС Объект-сред", + "title": "Объектная среда", + "comment": "", + "position_x": 620.0, + "position_y": 470.0 + } +}, +{ + "model": "oss.operation", + "pk": 10, + "fields": { + "oss": 41, + "operation_type": "synthesis", + "result": 44, + "alias": "КС Проц-сред", + "title": "Процессные среды", + "comment": "", + "position_x": 760.0, + "position_y": 570.0 + } +} ] diff --git a/rsconcept/frontend/public/db_schema.svg b/rsconcept/frontend/public/db_schema.svg index c3b056be..4e8af053 100644 --- a/rsconcept/frontend/public/db_schema.svg +++ b/rsconcept/frontend/public/db_schema.svg @@ -1,16 +1,16 @@ + --> model_graph - + cluster_django_contrib_auth - -           -           -django.contrib.auth -           -           + +           +           +django.contrib.auth +           +           cluster_django_contrib_admin @@ -23,21 +23,21 @@ cluster_django_contrib_contenttypes - -           -           -django.contrib.contenttypes -           -           + +           +           +django.contrib.contenttypes +           +           cluster_django_contrib_sessions - -           -           -django.contrib.sessions -           -           + +           +           +django.contrib.sessions +           +           cluster_django_rest_passwordreset @@ -59,21 +59,21 @@ cluster_apps_rsform - -           -           -apps.rsform -           -           + +           +           +apps.rsform +           +           cluster_apps_oss - -           -           -apps.oss -           -           + +           +           +apps.oss +           +           @@ -135,379 +135,379 @@ django_contrib_auth_models_User - - -       -      User -< -AbstractUser ->       -       -id -       -       -AutoField -       -       -date_joined -       -       -DateTimeField -       -       -email -       -       -EmailField -       -       -first_name -       -       -CharField -       -       -is_active -       -       -BooleanField -       -       -is_staff -       -       -BooleanField -       -       -is_superuser -       -       -BooleanField -       -       -last_login -       -       -DateTimeField -       -       -last_name -       -       -CharField -       -       -password -       -       -CharField -       -       -username -       -       -CharField -       - + + +       +      User +< +AbstractUser +>       +       +id +       +       +AutoField +       +       +date_joined +       +       +DateTimeField +       +       +email +       +       +EmailField +       +       +first_name +       +       +CharField +       +       +is_active +       +       +BooleanField +       +       +is_staff +       +       +BooleanField +       +       +is_superuser +       +       +BooleanField +       +       +last_login +       +       +DateTimeField +       +       +last_name +       +       +CharField +       +       +password +       +       +CharField +       +       +username +       +       +CharField +       + django_contrib_admin_models_LogEntry->django_contrib_auth_models_User - - - user (logentry) + + + user (logentry) django_contrib_contenttypes_models_ContentType - - -       -      ContentType       -       -id -       -       -AutoField -       -       -app_label -       -       -CharField -       -       -model -       -       -CharField -       - + + +       +      ContentType       +       +id +       +       +AutoField +       +       +app_label +       +       +CharField +       +       +model +       +       +CharField +       + django_contrib_admin_models_LogEntry->django_contrib_contenttypes_models_ContentType - - - content_type (logentry) + + + content_type (logentry) django_contrib_auth_models_AbstractUser - - -       -      AbstractUser -< -AbstractBaseUser,PermissionsMixin ->       -       -date_joined -       -       -DateTimeField -       -       -email -       -       -EmailField -       -       -first_name -       -       -CharField -       -       -is_active -       -       -BooleanField -       -       -is_staff -       -       -BooleanField -       -       -is_superuser -       -       -BooleanField -       -       -last_login -       -       -DateTimeField -       -       -last_name -       -       -CharField -       -       -password -       -       -CharField -       -       -username -       -       -CharField -       - + + +       +      AbstractUser +< +AbstractBaseUser,PermissionsMixin +>       +       +date_joined +       +       +DateTimeField +       +       +email +       +       +EmailField +       +       +first_name +       +       +CharField +       +       +is_active +       +       +BooleanField +       +       +is_staff +       +       +BooleanField +       +       +is_superuser +       +       +BooleanField +       +       +last_login +       +       +DateTimeField +       +       +last_name +       +       +CharField +       +       +password +       +       +CharField +       +       +username +       +       +CharField +       + django_contrib_auth_base_user_AbstractBaseUser - - -   -AbstractBaseUser -   + + +   +AbstractBaseUser +   django_contrib_auth_models_AbstractUser->django_contrib_auth_base_user_AbstractBaseUser - - - abstract -inheritance + + + abstract +inheritance django_contrib_auth_models_PermissionsMixin - - -   -PermissionsMixin -   + + +   +PermissionsMixin +   django_contrib_auth_models_AbstractUser->django_contrib_auth_models_PermissionsMixin - - - abstract -inheritance + + + abstract +inheritance django_contrib_auth_models_Permission - - -       -      Permission       -       -id -       -       -AutoField -       -       -content_type -       -       -ForeignKey (id) -       -       -codename -       -       -CharField -       -       -name -       -       -CharField -       - + + +       +      Permission       +       +id +       +       +AutoField +       +       +content_type +       +       +ForeignKey (id) +       +       +codename +       +       +CharField +       +       +name +       +       +CharField +       + django_contrib_auth_models_Permission->django_contrib_contenttypes_models_ContentType - - - content_type (permission) + + + content_type (permission) django_contrib_auth_models_Group - - -       -      Group       -       -id -       -       -AutoField -       -       -name -       -       -CharField -       - + + +       +      Group       +       +id +       +       +AutoField +       +       +name +       +       +CharField +       + django_contrib_auth_models_Group->django_contrib_auth_models_Permission - - - - permissions (group) + + + + permissions (group) django_contrib_auth_models_User->django_contrib_auth_models_AbstractUser - - - abstract -inheritance + + + abstract +inheritance django_contrib_auth_models_User->django_contrib_auth_models_Permission - - - - user_permissions (user) + + + + user_permissions (user) django_contrib_auth_models_User->django_contrib_auth_models_Group - - - - groups (user) + + + + groups (user) django_contrib_sessions_base_session_AbstractBaseSession - - -       -      AbstractBaseSession       -       -expire_date -       -       -DateTimeField -       -       -session_data -       -       -TextField -       - + + +       +      AbstractBaseSession       +       +expire_date +       +       +DateTimeField +       +       +session_data +       +       +TextField +       + django_contrib_sessions_models_Session - - -       -      Session -< -AbstractBaseSession ->       -       -session_key -       -       -CharField -       -       -expire_date -       -       -DateTimeField -       -       -session_data -       -       -TextField -       - + + +       +      Session +< +AbstractBaseSession +>       +       +session_key +       +       +CharField +       +       +expire_date +       +       +DateTimeField +       +       +session_data +       +       +TextField +       + django_contrib_sessions_models_Session->django_contrib_sessions_base_session_AbstractBaseSession - - - abstract -inheritance + + + abstract +inheritance @@ -557,9 +557,9 @@ django_rest_passwordreset_models_ResetPasswordToken->django_contrib_auth_models_User - - - user (password_reset_tokens) + + + user (password_reset_tokens) @@ -597,97 +597,97 @@ apps_library_models_Editor_Editor->django_contrib_auth_models_User - - - editor (editor) + + + editor (editor) apps_library_models_LibraryItem_LibraryItem - - -       -      LibraryItem       -       -id -       -       -BigAutoField -       -       -owner -       -       -ForeignKey (id) -       -       -access_policy -       -       -CharField -       -       -alias -       -       -CharField -       -       -comment -       -       -TextField -       -       -item_type -       -       -CharField -       -       -location -       -       -TextField -       -       -read_only -       -       -BooleanField -       -       -time_create -       -       -DateTimeField -       -       -time_update -       -       -DateTimeField -       -       -title -       -       -TextField -       -       -visible -       -       -BooleanField -       - + + +       +      LibraryItem       +       +id +       +       +BigAutoField +       +       +owner +       +       +ForeignKey (id) +       +       +access_policy +       +       +CharField +       +       +alias +       +       +CharField +       +       +comment +       +       +TextField +       +       +item_type +       +       +CharField +       +       +location +       +       +TextField +       +       +read_only +       +       +BooleanField +       +       +time_create +       +       +DateTimeField +       +       +time_update +       +       +DateTimeField +       +       +title +       +       +TextField +       +       +visible +       +       +BooleanField +       + apps_library_models_Editor_Editor->apps_library_models_LibraryItem_LibraryItem - - - item (editor) + + + item (editor) @@ -719,16 +719,16 @@ apps_library_models_Subscription_Subscription->django_contrib_auth_models_User - - - user (subscription) + + + user (subscription) apps_library_models_Subscription_Subscription->apps_library_models_LibraryItem_LibraryItem - - - item (subscription) + + + item (subscription) @@ -778,16 +778,16 @@ apps_library_models_Version_Version->apps_library_models_LibraryItem_LibraryItem - - - item (version) + + + item (version) apps_library_models_LibraryItem_LibraryItem->django_contrib_auth_models_User - - - owner (libraryitem) + + + owner (libraryitem) @@ -813,97 +813,97 @@ apps_library_models_LibraryTemplate_LibraryTemplate->apps_library_models_LibraryItem_LibraryItem - - - lib_source (librarytemplate) + + + lib_source (librarytemplate) apps_rsform_models_Constituenta_Constituenta - - -       -      Constituenta       -       -id -       -       -BigAutoField -       -       -schema -       -       -ForeignKey (id) -       -       -alias -       -       -CharField -       -       -convention -       -       -TextField -       -       -cst_type -       -       -CharField -       -       -definition_formal -       -       -TextField -       -       -definition_raw -       -       -TextField -       -       -definition_resolved -       -       -TextField -       -       -order -       -       -PositiveIntegerField -       -       -term_forms -       -       -JSONField -       -       -term_raw -       -       -TextField -       -       -term_resolved -       -       -TextField -       - + + +       +      Constituenta       +       +id +       +       +BigAutoField +       +       +schema +       +       +ForeignKey (id) +       +       +alias +       +       +CharField +       +       +convention +       +       +TextField +       +       +cst_type +       +       +CharField +       +       +definition_formal +       +       +TextField +       +       +definition_raw +       +       +TextField +       +       +definition_resolved +       +       +TextField +       +       +order +       +       +PositiveIntegerField +       +       +term_forms +       +       +JSONField +       +       +term_raw +       +       +TextField +       +       +term_resolved +       +       +TextField +       + apps_rsform_models_Constituenta_Constituenta->apps_library_models_LibraryItem_LibraryItem - - - schema (constituenta) + + + schema (constituenta) @@ -935,188 +935,201 @@ apps_oss_models_Operation_Operation - - -       -      Operation       -       -id -       -       -BigAutoField -       -       -oss -       -       -ForeignKey (id) -       -       -result -       -       -ForeignKey (id) -       -       -alias -       -       -CharField -       -       -comment -       -       -TextField -       -       -operation_type -       -       -CharField -       -       -position_x -       -       -FloatField -       -       -position_y -       -       -FloatField -       -       -title -       -       -TextField -       - + + +       +      Operation       +       +id +       +       +BigAutoField +       +       +oss +       +       +ForeignKey (id) +       +       +result +       +       +ForeignKey (id) +       +       +alias +       +       +CharField +       +       +comment +       +       +TextField +       +       +operation_type +       +       +CharField +       +       +position_x +       +       +FloatField +       +       +position_y +       +       +FloatField +       +       +title +       +       +TextField +       + apps_oss_models_Argument_Argument->apps_oss_models_Operation_Operation - - - operation (arguments) + + + operation (arguments) apps_oss_models_Argument_Argument->apps_oss_models_Operation_Operation - - - argument (descendants) + + + argument (descendants) apps_oss_models_Inheritance_Inheritance - - -       -      Inheritance       -       -id -       -       -BigAutoField -       -       -child -       -       -ForeignKey (id) -       -       -parent -       -       -ForeignKey (id) -       - - - - -apps_oss_models_Inheritance_Inheritance->apps_rsform_models_Constituenta_Constituenta - - - parent (as_parent) + + +       +      Inheritance       +       +id +       +       +BigAutoField +       +       +child +       +       +ForeignKey (id) +       +       +operation +       +       +ForeignKey (id) +       +       +parent +       +       +ForeignKey (id) +       + apps_oss_models_Inheritance_Inheritance->apps_rsform_models_Constituenta_Constituenta - - - child (as_child) + + + parent (as_parent) + + + +apps_oss_models_Inheritance_Inheritance->apps_rsform_models_Constituenta_Constituenta + + + child (as_child) + + + +apps_oss_models_Inheritance_Inheritance->apps_oss_models_Operation_Operation + + + operation (inheritances) apps_oss_models_Substitution_Substitution - - -       -      Substitution       -       -id -       -       -BigAutoField -       -       -operation -       -       -ForeignKey (id) -       -       -original -       -       -ForeignKey (id) -       -       -substitution -       -       -ForeignKey (id) -       - - - - -apps_oss_models_Substitution_Substitution->apps_rsform_models_Constituenta_Constituenta - - - original (as_original) + + +       +      Substitution       +       +id +       +       +BigAutoField +       +       +operation +       +       +ForeignKey (id) +       +       +original +       +       +ForeignKey (id) +       +       +substitution +       +       +ForeignKey (id) +       + apps_oss_models_Substitution_Substitution->apps_rsform_models_Constituenta_Constituenta - - - substitution (as_substitute) + + + original (as_original) + + + +apps_oss_models_Substitution_Substitution->apps_rsform_models_Constituenta_Constituenta + + + substitution (as_substitute) - + apps_oss_models_Substitution_Substitution->apps_oss_models_Operation_Operation - - - operation (substitution) - - - -apps_oss_models_Operation_Operation->apps_library_models_LibraryItem_LibraryItem - - - oss (items) + + + operation (substitution) apps_oss_models_Operation_Operation->apps_library_models_LibraryItem_LibraryItem - - - result (producer) + + + oss (items) + + + +apps_oss_models_Operation_Operation->apps_library_models_LibraryItem_LibraryItem + + + result (producer) \ No newline at end of file