Number Theory

    

A Short Proof of Fermat's Last Theorem Based on the Difference in Volume of Two Cubes

Authors: Sigrid M. L. Obenland

Over the centuries, numerous mathematicians have tried to proof Fermat’s Last Theorem. In the year 1994, Fermat’s Last Theorem in the form of a^m + b^m = c^m with a, b and c being natural numbers and m being a natural number > 2 was shown to be correct In this publication I demonstrate that the difference in volume of two cubes having different side lengths cannot be a cube in itself with a side length having the value of a natural number.This also holds for cubes having higher dimensions than three, since the surfaces of these cubes all consist of three-dimensional cubes.

Comments: 5 Pages.

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[v1] 2024-04-02 00:52:49

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