DB pairs and vanishing theorems
arXiv:1009.3536 · doi:10.1215/0023608X-2010-020
Abstract
The main purpose of this article is to define the notion of DuBois singularities for pairs and proving a vanishing theorem using this new notion. The main vanishing theorem specializes to a new vanishing theorem for resolutions of log canonial singularities.
To appear in the Nagata memorial volume of the Kyoto Journal of Mathematics
Cited by in corpus (7)
- Characteristic classes of singular toric varieties
- Local cohomology of Du Bois singularities and applications to families
- Inversion of adjunction for rational and Du Bois pairs
- Semi-ampleness of NQC generalized log canonical pairs
- Quasi-log canonical pairs are Du Bois
- A remark on Kovács' vanishing theorem
- On isolated log canonical centers