+The [Continuum Hypothesis](/wiki/Continuum_Hypothesis) asks if there exists an infinite size between the count of natural numbers and the count of [real numbers](/wiki/Real_Numbers). It posits no set has a [cardinality](/wiki/Cardinality) strictly greater than the integers but less than the reals, a pivotal question in mathematics.
+## See also
+- [Set Theory](/wiki/Set_Theory)
+- [Aleph Numbers](/wiki/Aleph_Numbers)
+- [Axiom of Choice](/wiki/Axiom_of_Choice)
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