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math.AG2026
Local stability of Frobenius and Artin--Schreier base-change: a comparison
Quentin Posva
Let be a family of pairs over a smooth curve in positive characteristic . We study the discrepancies of divisors over the base-change along Artin--Sc…
math.AG2026
Base-change of locally stable families in positive characteristic
Marta Benozzo, Quentin Posva
We investigate the permanence of local stability for one-parameter families under finite flat base-changes, when the base-field has positive characteristic . Building…
math.AG2026
On linear -quotients
Quentin Posva, Linus Rösler, Takehiko Yasuda
We study linear -actions on affine spaces and the associated quotient singularities, using explicit stacky resolutions. We describe when the quotient singularities are log can…