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Conjecture on quasi- $F$ -splitting of general fibers with trivial relative canonical divisor
Let $\pi \colon X \to Y$ be a morphism of normal varieties satisfying … Assume that the relative canonical divisor is trivial and that $X$ is quasi- $F$ -split. Fiberwise quasi- $F$ -s…
Conjecturerefutedalgebraic-geometry f-singularities quasi-f-splittingarXiv posted 2 days ago
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Quasi- $F$ -splitting of general fibers with trivial relative canonical divisor
General-fiber quasi- $F$ -splitting conjecture. If the relative canonical divisor is trivial and $X$ is quasi- $F$ -split, then a general fiber of $\pi$ is quasi- $F$ -split.
Conjecturerefutedalgebraic-geometry families-of-varieties quasi-f-splittingarXiv posted 2 days ago

Conjecture on quasi-FFF-splitting of general fibers with trivial relative canonical divisor