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Fermat Last Theorem (3)

Chun-Xuan Jiang

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Abstract

Using complex hyperbolic functions of order 4m with 4m-1 variables we prove Fermat last theorem for exponents 4p and p ,where p is an odd prime.We rediscover the Fermat proof. The proof of FLT must be direct.But indirect proof of FLT is disbelieving.

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What this paper is about

Using complex hyperbolic functions of order 4m with 4m-1 variables we prove Fermat last theorem for exponents 4p and p ,where p is an odd prime.We rediscover the Fermat proof. The proof of FLT must be direct.But indirect proof of FLT is disbelieving.

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Available abstract

Using complex hyperbolic functions of order 4m with 4m-1 variables we prove Fermat last theorem for exponents 4p and p ,where p is an odd prime.We rediscover the Fermat proof. The proof of FLT must be direct.But indirect proof of FLT is disbelieving.

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

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