Microlocal sheaf theory and the work of Pierre Schapira
- Start Date
- 2023-06-14
- End Date
- 2023-06-14
- Institution
- Faculty of Sciences of the University of Lisbon
- City
- Lisbon
- Country
- Portugal
- Meeting Type
- conference
- Homepage
- https://sites.google.com/view/schapira2023/home-page
- Contact Name
- Luisa Fiorot
Description
Microlocal sheaf theory, mainly based on the notion of microsupport of sheaves, is a creation of M. Kashiwara and P. Schapira after M. Sato’s foundational ideas. Beyond its application to the study of systems of linear partial differential equations (D-modules), P. Schapira and his collaborators used microlocal sheaf theory to bring light and progress to many areas: analysis (Sobolev spaces), symplectic geometry and topology (connection with Tamarkin’s results), deformation by quantization, regular and irregular holonomic D-modules, Ind-sheaves, persistent homology, and the list is not exhaustive.
The aim of this journey is to present recent results which were influenced by Schapira’s work.
Problems?
If you notice a problem with this entry, please contact the curators by email.