An "Analysis" view on Fermat's Last Theorem – math.stackexchange.com

An "Analysis" view on Fermat's Last Theorem – math.stackexchange.com

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My question(more of a hypothesis really) is basically this: If a function $f(x)$ is defined such that $f'(x)$ is not constant and never the same for any 2 values of $x$. Then there do not exist ...

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