The Axiom of Choice (AC)
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|Eric Schechter; Vanderbilt University|
|An introduction to and some implications of perhaps the last great controversy of mathematics, the Axiom of Choice, now a basic assumption used in many parts of mathematics. With a collection of annotated links to relevant sites: Introductory/elementary; Especially noteworthy books and/or researchers; Slightly more advanced and specialized topics; Formal logic and/or automatic theorem-proving; and Miscellaneous. Includes The Banach-Tarski Decomposition, the beginnings of set theory, Godel, Sierpinski, Zermelo, and Zorn.|
|Resource Types:||Link Listings, Books, Bibliographies|
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