In Gorenstein strongly F-regular local rings, strong F-regularity equals F-splitting for p-families, with p-stabilization providing an exact criterion and combinatorial tools for monomial cases.
Characterizations of regular local rings of characteristicp
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Cartier algebras through the lens of $p$-families
In Gorenstein strongly F-regular local rings, strong F-regularity equals F-splitting for p-families, with p-stabilization providing an exact criterion and combinatorial tools for monomial cases.