Number Theory

    

Fermat's Last Theorem: Proof in 1 Operation of Multiplication (in Russian)

Authors: Victor Sorokine

After multiplying Fermat's equality by d^n, where prime n>2, d is a single-digit number with base n, 0<d<n, the penultimate digit in the number d^n is not zero (such exists!), the equality turns into inequality. После умножения равенства Ферма на d^n, где простое n>2, d - однозначное число в счислении с базой n, 0<d<n, предпоследняя цифра в числе d^n не равна нулю (такая существует!), равенство превращается в неравенство.

Comments: 2 Pages. Великая теорема Ферма. ​Доказательство за 1 операцию умножения

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Submission history

[v1] 2020-10-16 08:27:56

Unique-IP document downloads: 243 times

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