Number Theory

    

Fermat's Last Theorem ​as a Consequence of the Little One

Authors: Victor Sorokine

In one of Fermat's equivalent equalities, the 3rd digit in the sum of powers a^n+b^n-c^n is not zero and there is a single-valued function of only the last digits a’, b’, c’ ; therefore it cannot be zeroed out with the 2nd and 3rd digits in the sum of bases a+b-c. Apart from the simplest foundations of the theory of a prime number and the consequences of the little theorem, this is, strictly speaking, the proof of the FLT in the first case. See the proof of the second case here: https://vixra.org/pdf/1908.0072v1.pdf .

Comments: 2 Pages. [Corrections made by viXra Admin to conform with the requirements on the Submission Form]

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[v1] 2020-11-24 09:06:32

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