Humboldt-Universität zu Berlin

INTERNATIONAL RESEARCH TRAINING GROUP
ARITHMETIC AND GEOMETRY

 

Program
Summer School 2005

 

Monday 09.00 - 10.30
José Burgos: Deligne-Beilinson cohomology and characteristic classes
  11.00 - 12.30
Kai Köhler: Holomorphic torsion
  12.45
Lunch
  15.00 - 16.30
José Burgos: Arithmetic Chow rings and arithmetic characteristic classes
  17.00 - 18.30
Kai Köhler: Arakelov K-theory
  18.45
Dinner

 

Tuesday 09.00 - 10.30
Daniel Huybrechts: Derived categories of coherent (twisted) sheaves and Fourier-Mukai functors
  11.00 - 12.30
José Burgos: Arithmetic characteristic classes of log-singular hermitian vector bundles
  12.45
Lunch
  15.00 - 16.30
Kai Köhler: Applications of the Lefschetz fixed point formula
  17.00 - 18.30
Daniel Huybrechts: Autoequivalences of derived categories
  18.45
Dinner

 

Wednesday 09.00 - 10.30
Daniel Huybrechts: Fourier-Mukai equivalent varieties and birational geometry
  11.00 - 12.00

Richard Pink: A common generalization of the conjectures of André-Oort, Manin-Mumford and Mordell-Lang

  12.30
Lunch
  14.00 - 19.00
Excursion
  19.15
Dinner

 

Thursday 09.00 - 10.30
Vicente Cortés: Quaternionic Kähler manifolds
  11.00 - 12.00
Ron Donagi: Gerbes, torus fibrations and SYZ
  12.45
Lunch
  15.00 - 16.30
Vicente Cortés: Introduction to supersymmetry
  17.00 - 18.00
Gerard Freixas: Faltings heights
  18.45
Dinner

 

Friday 09.00 - 10.30
Vicente Cortés: The Special geometry of Euclidean supersymmetry
  11.00 - 11.30
Karsten Hippler: A general heat equation proof of the index formula
  11.30 - 12.00
Anton Galaev: Metrics realizing all Lorentzian holonomy algebras
  12.45
Lunch
  15.00 - 15.30
Andreas Klein: Eta invariants of quasi homogeneous hypersurface singularities
  15.30 - 16.00
Maria Petkova: Ball quotients and their applications to Goppa codes
  18.45
Dinner

 


Contact Person

Marion Thomma
Humboldt-Universität zu Berlin
Institut für Mathematik
Unter den Linden 6
D-10099 Berlin

phone: +49-30-2093-5815
fax: +49-30-2093-5866
thomma@math.hu-berlin.de
http://www.math.hu-berlin.de/~kramer/gradkoll