School
“Derived categories, Weyl algebras and Hodge theory”
Mon 16th – Fri 20th March 2015, University of Warwick
This school aims to introduce broad audience, including PhD students, early
postdocs and specialists in neighbouring areas, to the category
of constructible sheaves on an algebraic variety. It will also feature
several related topics in D-modules, Hodge theory and algebraic topology,
with the ultimate goal of explaining the proof of Beilinson-Bernstein-Deligne
decomposition theorem. The school leads up to the “Derived categories,
algebra and representation theory” conference the following week.
Organisers:
- Dmitri Rumynin (Warwick)
- Toby Stafford (Manchester)
Lecture courses:
- Geordie Williamson (MPIM, Bonn): “Derived categories and
constructible sheaves”
- Jean-Baptiste Teyssier (Berlin): “Weyl algebras and D-modules”
- Luca Migliorini (Bologna): “Hodge theory and algebraic geometry”
Talks:
- Frances Kirwan (Oxford)
- Wolfgang Soergel (Freiburg)
Contact:
- D dot Rumynin at warwick ac uk
@ Warwick Mathematical
Institute, University of Warwick, Coventry, CV4 7AL, United
Kingdom
Funded by the London Mathematical Society (LMS) and the Engineering and Physical Sciences Research Council (EPSRC)