Multivariate polynomial is never squarefree at integers – mathoverflow.net

Multivariate polynomial is never squarefree at integers – mathoverflow.net

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Let $f(x_1,\dots,x_n)$ be squarefree polynomial with integer coefficients. Assume $f$ at integers is not always divisible by a fixed square $m^2 > 1$. Is it possible $f$ to never be squarefree at ...

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