Definition of Equinumerosity. Meaning of Equinumerosity. Synonyms of Equinumerosity

Here you will find one or more explanations in English for the word Equinumerosity. Also in the bottom left of the page several parts of wikipedia pages related to the word Equinumerosity and, of course, Equinumerosity synonyms and on the right images related to the word Equinumerosity.

Definition of Equinumerosity

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Meaning of Equinumerosity from wikipedia

- Equinumerosity is compatible with the basic set operations in a way that allows the definition of cardinal arithmetic. Specifically, equinumerosity is...
- under the equivalence relation of equinumerosity. This definition may appear circular, but it is not, because equinumerosity can be defined in alternate ways...
- In mathematics, the cardinality of a set is the number of its elements. The cardinality of a set may also be called its size, when no confusion with other...
- classes on the entire universe of sets, by equinumerosity). The concepts are developed by defining equinumerosity in terms of functions and the concepts of...
- theory, this is taken as the definition of "same number of elements" (equinumerosity), and generalising this definition to infinite sets leads to the concept...
- cardinality is sometimes referred to as equipotence, equipollence, or equinumerosity. It is thus said that two sets with the same cardinality are, respectively...
- of Equivalence relations: Equality Parallel with (for affine spaces) Equinumerosity or "is in bijection with" Isomorphic Equipollent line segments Tolerance...
- "propositional function", and in particular, relations of "similarity" ("equinumerosity": placing the elements of collections in one-to-one correspondence)...
- B)\land (B\subset A)} . This is not to be conflated with the concept of equinumerosity also used below. With A {\displaystyle A} standing for { z ∣ Q ( z )...
- cardinals and ordinals as equivalence classes under the relations of equinumerosity and similarity, so that this conundrum does not arise. In Quinian set...