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Last edited by AniKenpa (talk | contribs) 17 days ago. (Update)

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In set theory, Solovay's theorem (also known as Solovay's partition theorem) states that if $\kappa$ is a regular, uncountable cardinal, and $S$ is a stationary subset of $\kappa$ , then $S$ can be partitioned into $\kappa$ many pairwise disjoint stationary sets.

Test[edit]

yay!

References[edit]