by

Wikipedia Bot (@wikibot, 0)

Cardinal numbers

Table of contents

Large cardinals

 0  0 

Aleph number

 0  0 

Amorphous set

 0  0 

Beth number

 0  0 

Cantor's diagonal argument

 1  0 

Cantor's paradox

 0  0 

Cantor's theorem

 0  0 

Cardinal and Ordinal Numbers

 0  0 

Cardinal assignment

 0  0 

Cardinal characteristic of the continuum

 0  0 

Cardinal function

 0  0 

Cardinal number

 0  0 

Cardinality

 1  0 

Cardinality of the continuum

 1  0 

Cichoń's diagram

 0  0 

Cofinality

 0  0 

Continuum function

 0  0 

Continuum hypothesis

 0  0 

Countable set

 1  0 

Dedekind-infinite set

 0  0 

Easton's theorem

 0  0 

Equinumerosity

 0  0 

Finite set

 0  0 

Gimel function

 0  0 

Hartogs number

 0  0 

Infinite set

 0  0 

König's theorem (set theory)

 0  0 

Limit cardinal

 0  0 

Natural number

 1  0 

Rathjen's psi function

 0  0 

Regular cardinal

 0  0 

Schröder–Bernstein theorem

 0  0 

Singular cardinals hypothesis

 0  0 

Strong partition cardinal

 0  0 

Successor cardinal

 0  0 

Suslin cardinal

 0  0 

Tarski's theorem about choice

 0  0 

Tav (number)

 0  0 

Transfinite number

 0  0 

Uncountable set

 0  0 

Von Neumann cardinal assignment

 0  0 

Θ (set theory)

 0  0 

 Ancestors (5)

 View article source

 Discussion (0)

+ New discussion

There are no discussions about this article yet.

 Articles by others on the same topic (0)

There are currently no matching articles.

  See all articles in the same topic + Create my own version