- In
constructive mathematics, a
collection X {\displaystyle X} is
subcountable if
there exists a
partial surjection from the
natural numbers onto it. This...
- in
bijection with N {\displaystyle {\mathbb {N} }} itself, and
every subcountable set (a
property in
terms of surjections) is then
already countable, i...
-
countably many
Turing machines,
showing that the com****ble
numbers are
subcountable. The set S {\displaystyle S} of
these Gödel numbers, however, is not...
-
Markovian school is the
permitted subcountability of
various uncountable collections. When
adopting the
subcountability of the
collection of all unending...
- {\displaystyle \leq } on
corresponding cardinals.
Homological algebra Subcountable Griess,
Robert L. (1982), "The
Friendly Giant",
Inventiones Mathematicae...
- {Q} }^{\mathbb {N} }} or some
models of the
reals can be
taken to be
subcountable. That said,
Cantors diagonal construction proving uncountability of powersets...
