Category:Continuum Hypothesis

This category contains pages concerning Continuum Hypothesis:

There is no set whose cardinality is strictly between that of the integers and the real numbers.

Symbolically, the continuum hypothesis asserts:

$\aleph_1 = \mathfrak c$

where:

$\mathfrak c$ denotes the cardinality of the continuum

$\aleph_1$ denotes Aleph One.
In particular it is to contain pages that depend upon acceptance of the truth of the Continuum Hypothesis.