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Configuration Spaces: Geometry, Combinatorics and Topology
In collaboration with INdAM
2 May 2010 - 30 June 2010
Aims and Research Directions
Scientific Committee
List of Participants
Invited Speakers
Planned Activities
Timetable
Financial Support
Registration
Documents
Invited Speakers
[table view]
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Bernd Sturmfels
University of California at Berkeley
23 May 2010 - 26 May 2010
Talk:
MAY WORKSHOP: Mustafin Varieties
Alexandru Suciu
Northeastern University
2 May 2010 - 30 June 2010
Talk:
MAY WORKSHOP: Free abelian covers and arrangements of Schubert varieties
Course:
MINICOURSE: Cohomology jumping loci and homological finiteness properties
1
Course:
MINICOURSE: Cohomology jumping loci and homological finiteness properties
2
Course:
MINICOURSE: Cohomology jumping loci and homological finiteness properties
3
Mina Teicher
Bar-Ilan University
6 June 2010 - 30 June 2010
Talk:
On Fundamental groups of complements of line arrangements
Hiroaki Terao
Department of Mathematics, Hokkaido University
15 June 2010 - 25 June 2010
Talk:
Combinatorial and algebro-geometric properties of free arrangements
Alexander Varchenko
University of North Carolina at Chapel Hill
1 June 2010 - 30 June 2010
Talk:
Conformal blocks and equivariant cohomology
Course:
MINICOURSE: The quantum integrable model of an arrangement of hyperplanes
Michèle Vergne
Centre National de la Recherche Scientifique Ecole Polytechnique. Centre de Mathematiques Laurent Schwartz
29 May 2010 - 25 June 2010
Talk:
Analytic continuation of polytopes, and Varchenko’s connection
Course:
MINICOURSE: Box splines, and applications to Representation Theory
Volkmar Welker
Philipps-Universität Marburg
Talk:
MAY WORKSHOP: Geometric Combinatorics of Weyl Groupoids
Masahiko Yoshinaga
Department of Mathematics, Kyoto University
2 May 2010 - 30 June 2010
Talk:
MAY WORKSHOP: Minimal stratification for line arrangements
Sergey Yuzvinsky
University of Oregon, Eugene
2 May 2010 - 30 June 2010
Course:
MINICOURSE: A short introduction to arrangements of hyperplanes
Course:
MINICOURSE: Resonance varieties for arrangements and their relations to combinatorics and algebraic geometry
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