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feat: units of polynomial rings (#4691)
We proved that a polynomial is a unit if and only if all of its coefficients are nilpotent, except the constant term which is a unit. Co-authored-by: Cyprien Chauveau cyprien.chauveau@etu.u-paris.fr Co-authored-by: Lucas Pouillart lucas.pouillart@etu.u-paris.fr Co-authored-by: EmilieUthaiwat <102412311+EmilieUthaiwat@users.noreply.github.com>
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