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20152026
most citedBernstein-Sato ideals and hyperplane arrangements

5 citations · 10 across the 8 of their papers we have counts for

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math.AG2026

Generalized nearby cycles via relative and logarithmic -modules

Lei Wu, with an appendix by Claude Sabbah

For a regular map from a complex smooth affine variety to , we construct generalized nearby-cycle modules of a regular holonomic -module…

math.AG2024

Bernstein-Sato ideals

Nero Budur, Robin van der Veer, Lei Wu +1

In this paper, we review several results on the zero loci of Bernstein-Sato ideals related to singularities of hypersurfaces. This is an exposition for the Frontiers of Science Awa…

math.AG2020

Characteristic cycles associated to holonomic -modules

Lei Wu

We study relative and logarithmic characteristic cycles associated to holonomic -modules. As applications, we obtain: (1) an alternative proof of Ginsburg's log charact…

math.AG20205 cited

Bernstein-Sato ideals and hyperplane arrangements

Lei Wu

We study the relation between zero loci of Bernstein-Sato ideals and roots of b-functions and obtain a criterion to guarantee that roots of b-functions of a reducible polynomial ar…

math.AG2020

Isotriviality of smooth families of varieties of general type

Chuanhao Wei, Lei Wu

In this paper, we proved that a log smooth family of log general type klt pairs with a special (in the sense of Campana) quasi-projective base is isotrivial. As a consequence, we p…

math.AG20201 cited

On the comparison of nearby cycles via -functions

Lei Wu

In this article, we give a simple proof of the comparison of nearby and vanishing cycles in the sense of Riemann-Hilbert correspondence following the idea of Beilinson and Bernstei…