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Equivariant Jacobian Conjecture in dimension two

Published 13 Oct 2021 in math.AG | (2110.06709v1)

Abstract: Let $G$ be a finite group acting effectively on the complex affine plane. If the $G$-action commutes with an \'etale endomorphism $f$ of the affine plane and the order of $G$ is even then the endomorphism $f$ is an automorphism.

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