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Results tagged with transcendental-number-theory
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user 156629
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Lindemann theorem for Artin-Hasse exponential
Consider the Dwork exponential $E(x)=\exp(\pi(x-x^p))$ with $\pi=\sqrt[p-1]{-p}$. It is well known that $E(1)=\gamma_p$ a $p$-th root of $1$ and hence not transcendant.
