-
cardinal number, or
cardinality is
therefore a
natural number. For
dealing with the case of
infinite sets, the
infinite cardinal numbers have been introduced...
- sixty.
Cardinal numerals are
classified as definite, and are
related to
ordinal numbers, such as the
English first, second, third, etc.
Arity Cardinal number...
- the same
cardinality, and, nevertheless,
there are
infinitely many
different cardinalities. For example, the even
numbers, the
prime numbers and the polynomials...
-
transfinite cardinals,
which are
cardinal numbers used to
quantify the size of
infinite sets, and the
transfinite ordinals,
which are
ordinal numbers used to...
- In set theory, the
cardinality of the
continuum is the
cardinality or "size" of the set of real
numbers R {\displaystyle \mathbb {R} } ,
sometimes called...
-
Numbers in
Finnish are
highly systematic, but can be irregular. The
ordinary counting numbers (
cardinals) from 0 to 10 are
given in the
table below. Cardinal...
- set theory, the
concept of
cardinality is
significantly developable without recourse to
actually defining cardinal numbers as
objects in the
theory itself...
-
certain situations. Some
number names have two gender-specific forms.
Cardinal numbers are the
words we use for
counting objects or
expressing quantity. The...
-
cardinality κ {\displaystyle \kappa } .
Infinite well-ordered
cardinals that are not
regular are
called singular cardinals.
Finite cardinal numbers are...
- quantity. Some
theories of
grammar use the word "numeral" to
refer to
cardinal numbers that act as a
determiner that
specify the
quantity of a noun, for example...