Daniel Bath

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20192026

most citedTwisted logarithmic complexes of positively weighted homogeneous divisors

1 citations · 2 across the 7 of their papers we have counts for

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math.AG2019

Combinatorially Determined Zeroes of Bernstein--Sato Ideals for Tame and Free Arrangements

Daniel Bath

For a central, not necessarily reduced, hyperplane arrangement $f$ equipped with any factorization $f = f_{1} \dots f_{r}$ and for $f^{'}$ dividing $f$ , we consider a more ge…

math.AG2019

Bernstein-Sato Varieties and Annihilation of Powers

Daniel Bath

Given a complex germ $f$ near the point $x$ of the complex manifold $X$ , equipped with a factorization $f = f_{1} \dots f_{r}$ , we consider the $\mathscr{D}_{X,\mathfra…