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- этимология
axiom of infinity - перевод на русский
AXIOM ASSERTING THAT THE SET OF NATURAL NUMBERS EXISTS
Axiom of Infinity; Inductive set (axiom of infinity); Weak axiom of infinity
Найдено результатов: 51512
axiom of infinity
математика
аксиома бесконечности
comprehension axiom
AXIOM SCHEMA
Axiom of specification; Axiom of separation; Axiom schema of separation; Axiom schema of comprehension; Axiom of comprehension; Unrestricted comprehension; Axiom of abstraction; Axiom of subsets; Axioms of subsets; Subset axiom; Axiom schema of restricted comprehension; Comprehension axiom; Aussonderungsaxiom; Axiom schema of unrestricted comprehension; Unrestricted comprehension principle
математика
аксиома выделения
axiom of foundation
AXIOM STATING THAT ALL SETS ARE WELL-FOUNDED
Axiom of foundation; Axiom of Fundierung; Foundation axiom; Regularity axiom; Axiom of Foundation; Axiom of well foundation; Axiom of Regularity; Well founded set; Axiom of fundierung
математика
аксиома фундирования
axiom of separation
AXIOM SCHEMA
Axiom of specification; Axiom of separation; Axiom schema of separation; Axiom schema of comprehension; Axiom of comprehension; Unrestricted comprehension; Axiom of abstraction; Axiom of subsets; Axioms of subsets; Subset axiom; Axiom schema of restricted comprehension; Comprehension axiom; Aussonderungsaxiom; Axiom schema of unrestricted comprehension; Unrestricted comprehension principle
математика
аксиома выделения
extensionality axiom
AXIOM OF ZERMELO–FRAENKEL SET THEORY ASSERTING THAT SET EQUALITY IS DETERMINED BY THE MEMBERSHIP RELATION
Axiom of extension; Axiom of Extensionality; Axiom extensionality; Extensionality axiom; Axiom of equality
математика
аксиома экстенсиональности
аксиома объёмности
replacement axiom
![Axiom schema of replacement: the image <math>F[A]</math> of the domain set <math>A</math> under the definable class function <math>F</math> is itself a set, <math>B</math>.](https://commons.wikimedia.org/wiki/Special:FilePath/Axiom schema of replacement.svg?width=200 "Axiom schema of replacement: the image <math>F[A]</math> of the domain set <math>A</math> under the definable class function <math>F</math> is itself a set, <math>B</math>.")
![Axiom schema of collection: the image <math>f[A]</math> of the domain set <math>A</math> under the definable class function <math>f</math> falls inside a set <math>B</math>.](https://commons.wikimedia.org/wiki/Special:FilePath/Codomain2 A B.SVG?width=200 "Axiom schema of collection: the image <math>f[A]</math> of the domain set <math>A</math> under the definable class function <math>f</math> falls inside a set <math>B</math>.")
IN SET THEORY, THE AXIOM SCHEMA THAT THE IMAGE OF A SET UNDER A DEFINABLE CLASS FUNCTION IS ALSO A SET
Axiom of replacement; Boundedness axiom; Axiom of boundedness; Axiom of collection; Irreplaceability; Axiom schema of collection; Replacement axiom; Axiom of substitution; Replacement implies separation
математика
аксиома замены
аксиома подстановки
well founded set
AXIOM STATING THAT ALL SETS ARE WELL-FOUNDED
Axiom of foundation; Axiom of Fundierung; Foundation axiom; Regularity axiom; Axiom of Foundation; Axiom of well foundation; Axiom of Regularity; Well founded set; Axiom of fundierung
вполне фундированное множество
axiom of comprehension
AXIOM SCHEMA
Axiom of specification; Axiom of separation; Axiom schema of separation; Axiom schema of comprehension; Axiom of comprehension; Unrestricted comprehension; Axiom of abstraction; Axiom of subsets; Axioms of subsets; Subset axiom; Axiom schema of restricted comprehension; Comprehension axiom; Aussonderungsaxiom; Axiom schema of unrestricted comprehension; Unrestricted comprehension principle
математика
аксиома свертывания
irreplaceability
IN SET THEORY, THE AXIOM SCHEMA THAT THE IMAGE OF A SET UNDER A DEFINABLE CLASS FUNCTION IS ALSO A SET
Axiom of replacement; Boundedness axiom; Axiom of boundedness; Axiom of collection; Irreplaceability; Axiom schema of collection; Replacement axiom; Axiom of substitution; Replacement implies separation
общая лексика
незаменимость
regularity axiom
AXIOM STATING THAT ALL SETS ARE WELL-FOUNDED
Axiom of foundation; Axiom of Fundierung; Foundation axiom; Regularity axiom; Axiom of Foundation; Axiom of well foundation; Axiom of Regularity; Well founded set; Axiom of fundierung
математика
аксиома регулярности
Определение
грип
ГРИП, ГРИПП, гриппа, ·муж. (·франц. grippe) (мед.). Инфекционная болезнь - катарральное воспаление дыхательных путей, сопровождаемое лихорадочным состоянием; то же, что инфлуэнца
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Википедия
Axiom of infinity
In axiomatic set theory and the branches of mathematics and philosophy that use it, the axiom of infinity is one of the axioms of Zermelo–Fraenkel set theory. It guarantees the existence of at least one infinite set, namely a set containing the natural numbers. It was first published by Ernst Zermelo as part of his set theory in 1908.
