ResolvedLogic·1963
Continuum Hypothesis
Asks whether there is a set size strictly between the integers and the real numbers.
The Continuum Hypothesis was shown to be independent of the usual ZFC axioms: it can neither be proved nor disproved from them, assuming ZFC is consistent.
Summary
The Continuum Hypothesis was shown to be independent of the usual ZFC axioms: it can neither be proved nor disproved from them, assuming ZFC is consistent.