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Journal Article
WHAT DOES IT TAKE TO PROVE FERMAT'S LAST THEOREM? GROTHENDIECK AND THE LOGIC OF NUMBER THEORY
COLIN MCLARTY
The Bulletin of Symbolic Logic
Vol. 16, No. 3 (SEPTEMBER 2010), pp. 359-377
Published
by: Association for Symbolic Logic
https://www.jstor.org/stable/20749620
Page Count: 19
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Topics: Arithmetic, Functors, Number theory, Mathematical theorems, Fermats last theorem, Universal algebra, Logical theorems, Geometry
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Abstract
This paper explores the set theoretic assumptions used in the current published proof of Fermat's Last Theorem, how these assumptions figure in the methods Wiles uses, and the currently known prospects for a proof using weaker assumptions.
The Bulletin of Symbolic Logic
© 2010 Association for Symbolic Logic