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Autor:
Bagger, Gustav Kjærbye
Let $x$ and $n$ be positive integers. We prove a non-trivial lower bound for $x$, dependant only on $\omega_n$, the number of distinct prime factors of $x^n-1$. By considering the divisibility of $\varphi \mid x^n-1$ for $\varphi \mid n$, we obtain a
Externí odkaz:
http://arxiv.org/abs/2412.00010
