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Proving Beal’s Conjecture by Fermat’s Last Theorem

Tianshu Zhang

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Abstract

In this article, we shall prove the Beal’s conjecture by certain usual mathematical fundamentals with the aid of proven Fermat’s last theorem, and finally reach a conclusion that the Beal’s conjecture is tenable.

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What this paper is about

In this article, we shall prove the Beal’s conjecture by certain usual mathematical fundamentals with the aid of proven Fermat’s last theorem, and finally reach a conclusion that the Beal’s conjecture is tenable.

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Available abstract

In this article, we shall prove the Beal’s conjecture by certain usual mathematical fundamentals with the aid of proven Fermat’s last theorem, and finally reach a conclusion that the Beal’s conjecture is tenable.

Key concepts: Fermat's Last Theorem, Mathematics, Number theory, Beal's conjecture, Wieferich prime, Conjecture, Fermat's little theorem, Fermat number

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Proving Beal’s Conjecture by Fermat’s Last Theorem — Research Paper | ScholarLens