On Liu morphisms in non-Archimedean geometry
arXiv:2106.08032
Abstract
We define Liu morphisms and quasi-Liu morphisms between Berkovich analytic spaces. We show that Liu morphisms and quasi-Liu morphisms behave exactly as affine morphisms and quasi-affine morphisms of schemes.
Correct a mistake pointed out by Marco Maculan: The Liu morphism is not G-local on the target