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The Simplest Proof of Fermat Last Theorem(1)

Chun-Xuan Jiang

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Abstract

Theorem .the simplest proof of Fermat last theorem.We have fermat equation x^(4p)-y^(4p)= z^(4p),where p is odd prime.We prove that if y and z are integer numbers then x,x^4 and x^p are irrational numbers.

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Theorem .the simplest proof of Fermat last theorem.We have fermat equation x^(4p)-y^(4p)= z^(4p),where p is odd prime.We prove that if y and z are integer numbers then x,x^4 and x^p are irrational numbers.

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Available abstract

Theorem .the simplest proof of Fermat last theorem.We have fermat equation x^(4p)-y^(4p)= z^(4p),where p is odd prime.We prove that if y and z are integer numbers then x,x^4 and x^p are irrational numbers.

Key concepts: Fermat's Last Theorem, Fermat's little theorem, Fermat number, Irrational number, Mathematics, Proofs of Fermat's little theorem, Wieferich prime, Number theory

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