Number Theory


Fermat's Last Theorem. Proof of P. Fermat? (In Russian)

Authors: Victor Sorokine

Contradiction: Any prime factor r of the number R in the equality A n =A n +B n [...=(A+B)R] has a single ending 0...01 of infinite length; where r≠n. All calculations are done with numbers in base n, a prime number greater than 2. Противоречие: В равенстве A n =A n +B n [...=(A+B)R] любой простой сомножитель r (r≠n, простое n>2) числа R имеет (в базе n) единичное окончание 0...01 бесконечной длины. Все вычисления проводятся в системе счисления с простым основанием n>2.

Comments: 2 Pages. Russian version

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Submission history

[v1] 2018-04-02 12:50:23

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