Abstract
Up to a finite étale covering, we classify a smooth projective 3-fold X with admitting a nonisomorphic étale endomorphism. We mainly study the case where there exist an FESP constructed from X by a sequence of blowing-downs of an ESP and an extremal ray of such that the contraction morphisms associated to give a smooth del Pezzo fiber space over an elliptic curve.
Citation
Yoshio Fujimoto. "Étale endomorphisms of 3-folds, III." Kyoto J. Math. 64 (1) 95 - 204, February 2024. https://doi.org/10.1215/21562261-2023-0014
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