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math.AG2022
V-filtrations and minimal exponents for locally complete intersection singularities
Qianyu Chen, Bradley Dirks, Mircea Mustaţă +1
We define and study a notion of minimal exponent for a locally complete intersection subscheme of a smooth complex algebraic variety , extending the invariant defined by Sai…
math.AG2022
Weighted Hodge ideals of reduced divisors
Sebastian Olano
We study the Hodge and weight filtrations on the localization along a hypersurface, using methods from birational geometry and the -filtration induced by a local defining equati…
math.AG2022
On a conjecture of Bitoun and Schedler
Mircea Mustata, Sebastian Olano
Suppose that is a smooth complex algebraic variety of dimension and defines a hypersurface in , with a unique singular point . Bitoun and Schedler conjec…