Number Theory

    

Proof of Fermat Last Theorem Based on Successive Presentations of Pairs of Odd Numbers

Authors: Yuri K. Shestopaloff

A simpler proof of Fermat Last Theorem (FLT), based mostly on new concepts, is suggested. FLT was formulated by Fermat in 1637, and proved by A. Wiles in 1995. The initial equation x^n + y^n = z^n is considered not in natural, but in integer numbers. It is subdivided into four equations based on parity of terms and their powers. Cases 1, 3 and 4 can be converted to case 2, which is studied using presentations of pairs of odd numbers with a successively increasing presentation factor of 2^r. The proposed methods and ideas can be used for studying other problems in number theory.

Comments: 26 Pages.

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Submission history

[v1] 2020-05-12 11:54:50
[v2] 2020-05-21 15:46:56
[v3] 2020-05-25 20:04:55
[v4] 2020-06-07 15:16:47
[v5] 2020-07-14 20:17:53
[v6] 2020-09-17 10:52:24
[v7] 2020-11-09 16:52:10

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