Category:Cardinal numbers
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Here is a list of articles in the Cardinal numbers category of the Computing portal that unifies foundations of mathematics and computations using computers.
This category is for articles about "cardinality" as a set theoretical concept.
Pages in category "Cardinal numbers"
The following 38 pages are in this category, out of 38 total.
- Cardinal number (computing)
- Cardinality (computing)
A
- Aleph number (computing)
B
- Beth number (computing)
C
- Cantor's diagonal argument (computing)
- Cantor's paradox (computing)
- Cantor's theorem (computing)
- Cardinal assignment (computing)
- Cardinal characteristic of the continuum (computing)
- Cardinality of the continuum (computing)
- Cichoń's diagram (computing)
- Cofinality (computing)
- Continuum function (computing)
- Continuum hypothesis (computing)
- Countable set (computing)
D
- Dedekind-infinite set (computing)
E
- Easton's theorem (computing)
- Equinumerosity (computing)
F
- Finite set (computing)
- Cardinal function (computing)
G
- Gimel function (computing)
H
- Hartogs number (computing)
I
- Infinite set (computing)
K
- König's theorem (set theory) (computing)
L
- Limit cardinal (computing)
N
- Natural number (computing)
R
- Regular cardinal (computing)
S
- Schröder–Bernstein theorem (computing)
- Singular cardinals hypothesis (computing)
- Strong partition cardinal (computing)
- Successor cardinal (computing)
- Suslin cardinal (computing)
T
- Tarski's theorem about choice (computing)
- Tav (number) (computing)
- Θ (set theory) (computing)
- Transfinite number (computing)
U
- Uncountable set (computing)
V
- Von Neumann cardinal assignment (computing)