- one means.
Aleph number Beth
number First uncountable ordinal Injective function Weisstein, Eric W. "
Uncountably Infinite". mathworld.wolfram.com. Retrieved...
- the
countable ordinals (including
finite ordinals), of
which there are
uncountably many. Like any
ordinal number (in von Neumann's approach), ω 1 {\displaystyle...
- The set of all real
numbers is an
uncountably infinite set. The set of all
irrational numbers is also an
uncountably infinite set.
Aleph number Cardinal...
- for all
infinite cardinals κ. T is
uncountably categorical, i.e. T is κ-categorical if and only if κ is an
uncountable cardinal. T is
countably categorical...
- of
infinite sets. He
famously showed that the set of real
numbers is
uncountably infinite. That is, c {\displaystyle {\mathfrak {c}}} is
strictly greater...
-
nouns have both
countable and
uncountable uses; for example, soda is
countable in "give me
three sodas", but
uncountable in "he
likes soda". Collective...
-
elements than
there are
positive integers. Such sets are now
called uncountable sets, and the size of
infinite sets is
treated by the
theory of cardinal...
- In linguistics, a m**** noun,
uncountable noun, non-count noun,
uncount noun, or just
uncountable, is a noun with the
syntactic property that any quantity...
- of all real
numbers is
uncountably,
rather than countably, infinite. This
theorem is
proved using Cantor's
first uncountability proof,
which differs from...
-
countable subset of the set of real
numbers (which is
uncountable). The
Cantor set is
uncountably infinite, but has
Lebesgue measure zero. So
almost all...
