Difference between revisions of "Axiom of Choice"
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Vyngarsson (Talk  contribs) (New page: The Axiom of Choice is an axiom of ZFC set theory that states the following: <math>\forall x\;(\forall y\;y\in x\Rightarrow\exists z\; z\in y)\;\exists S\;(\forall z\;z\in x\Rightarro...) 
(No difference)

Revision as of 09:16, 13 April 2007
The Axiom of Choice is an axiom of ZFC set theory that states the following:
Or more compactly Failed to parse (lexing error):