| viXra.org > Number Theory > viXra:2009.0153 |
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| viXra.org > Number Theory > viXra:2009.0153 |
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Number Theory |
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Authors: Philip A. Bloom
We solve the open problem of a simple proof of FLT for n > 2 by directly inferring, from Euclid's formula, a generalization that holds for the set of all coprime triples, a set that is equal to the set of all coprime triples {(z, y, x )} for which z ^ n - y ^ n = x ^ n holds. Our generalization allows us to deduce a necessary condition for coprime {(z, y, x)} to satisfy the Fermat equation z ^ n - y ^ n = x ^ n, the condition being that n is not larger than two.
Comments: 2 Pages.
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