2014•Advances in Pure MathematicsOpen access

A Simple and General Proof of Beal’s Conjecture (I)

Golden Gadzirayi Nyambuya

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Abstract

Using the same method that we used in [1] to prove Fermat’s Last Theorem in a simpler and truly marvellous way, we demonstrate that Beal’s Conjecture yields—in the simplest imaginable manner, to our effort to prove it.

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Using the same method that we used in [1] to prove Fermat’s Last Theorem in a simpler and truly marvellous way, we demonstrate that Beal’s Conjecture yields—in the simplest imaginable manner, to our effort to prove it.

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Available abstract

Using the same method that we used in [1] to prove Fermat’s Last Theorem in a simpler and truly marvellous way, we demonstrate that Beal’s Conjecture yields—in the simplest imaginable manner, to our effort to prove it.

Key concepts: Mathematics, Fermat's Last Theorem, Simple (philosophy), Beal's conjecture, Conjecture, Number theory, Discrete mathematics, Calculus (dental)

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