IMPANGA SUMMER SCHOOL ON ALGEBRAIC GEOMETRY 2010

Programme

Mon Tue Wed Thu Fri
9:00-9:45 Mukai1 Mukai2 Mukai3 Mustata2 Mustata3
10:15-11:00 Farkas1 Farkas2 Farkas3 Kebekus2 Kebekus3
11:30-12:15 Anderson1 Mustata1 Kebekus1 Ranestad Heinloth
 
15:00-15:45 Srinivas Moeller Cascini Faber
16:15-17:00 Schreyer Castravet Altmann Vlasenko
 
20:00-20:45 Anderson2 Anderson3



Minicourses:



Dave Anderson An introduction to equivariant cohomology in algebraic geometry


Gavril Farkas The geometry of moduli spaces of curves with level structure


Stefan Kebekus Extension properties of differential forms, and applications to moduli


Shigeru Mukai K3 and Enriques surfaces


Mircea Mustață Invariants of singularities in birational geometry



Talks:



Klaus Altmann The torus action on Cox rings


Paolo Cascini The Minimal Model Program revisited


Ana-Maria Castravet Hypertrees and moduli of stable rational curves


Carel Faber Cohomology of moduli spaces and modular forms


Jochen Heinloth An example of the geometric Langlands correspondence with wild ramification


Martin Moeller Theta-derivatives and curves of Hilbert modular varieties


Kristian Ranestad Fano fourfolds of genus ten as linear sections of G(2,7) and G(3,6)


Frank-Olaf Schreyer Betti tables of graded modules and cohomology of coherent sheaves


Vasudevan Srinivas Algebraic cycles on a generic complex abelian 3-fold


Mariya Vlasenko Linear Chow groups and the Bloch group of a field