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Maxwell Levine : Tennenbaum's Theorem and Peano Arithmetic, Part 2

Posted by Maxwell Levine , part of the Louise Hay Logic Seminar.

At
April 23, 2013, 4 p.m.
In
SEO 427
Abstract
We discuss Tennenbaum's Theorem, which states that any countable nonstandard model of Peano arithmetic is nonrecursive, as well as its connection to the Godel-Rosser Theorem and its implications for the study of Peano arithmetic.