Fedder type criteria for quasi-F-splitting II

Abstract

In this paper, we apply Fedder-type criteria for quasi-F-splitting to provide explicit computations of quasi-F-split heights for Calabi-Yau hypersurfaces, bielliptic surfaces, Fano varieties, and rational double points. We also find interesting phenomena concerned with inversion of adjunction, fiber products, Fano varieties, and general fibers of fibrations.

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