Rogers' equivalence theorem

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In computability theory Rogers' equivalence theorem characterizes the Gödel numberings, or effective numberings of the set of computable functions. The theorem is named after Hartley Rogers, Jr.

[edit] Equivalence theorem

A numbering of the set of computable functions satisfies the s_mn theorem and the utm theorem if and only if it is equivalent to a Gödel numbering.

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• This page was last modified 08:46, 16 May 2006 by Wikipedia user Bluebot. Based on work by Wikipedia user(s) Charles Matthews, Fikus, Marudubshinki, Bosmon, NekoDaemon and MathMartin.
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