Viewing topic: Axiom Of Choice

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Axiom Of Choice

  • Definition: Given a collection S of disjoint nonempty sets, there exists a set C consisting of exactly one element from each element of S; that is, a set C such that C is contained in the union of S, and for each A in S, the set C intersect A contains a single element.

    Source: Topology (second edition) by James R. Munkres

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