proper class

ˈprɒpər klæs
Translation Definition
NEW

Translation of proper class into Russian

Noun

mathematics

TECH.
class not a set in set theory
TECH.
собственный класс sobstvennyi klass
  • In set theory, the universe is a proper class.В теории множеств вселенная — это собственный класс.
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Examples of proper class in a sentence

  • Mathematicians often discuss the proper class of ordinals.

Translations of "proper class" in Context ordered by category and frequency

Noun
собственный классnm. - sobstvenny klass

Under the von Neumann approach, the class of all sets which do not belong to themselves can be constructed, but it is a proper class and not a set.

В предположениях фон неймана класс всех множеств, не принадлежащих самим себе, может быть построен, но это собственный класс, то есть он не является множеством.

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proper class: Examples and translations in context

The second approach to the problem of sets belonging to themselves took as its base the notion of class, and defines a set as a class which belongs to other classes, while a proper class is defined as a class which does not belong to other classes.

Второй подход к проблеме выражался в том, чтобы взять за основу понятие класса и определить множество как класс, который принадлежит некоторому другому классу, и одновременно с этим ввести понятие собственного класса (класса, который не принадлежит другим классам).

The second approach to the problem of sets belonging to themselves took as its base the notion of class, and defines a set as a class which belongs to other classes, while a proper class is defined as a class which does not belong to other classes.

Второй подход к проблеме выражался в том, чтобы взять за основу понятие класса и определить множество как класс, который принадлежит некоторому другому классу, и одновременно с этим ввести понятие собственного класса (класса, который не принадлежит другим классам).

In contrast, under the von Neumann approach, the class of all sets which do not belong to themselves can be constructed, but it is a proper class and not a set.

В предположениях фон Неймана класс всех множеств, не принадлежащих самим себе, может быть построен, но это собственный класс, то есть он не является множеством.

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