Summer School for Ricci Curvature: Limit Spaces and Kahler Geometry

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Summer School for Ricci Curvature: Limit Spaces and Kahler Geometry

 01 - 05 Jul 2013

ICMS, 15 South College Street Edinburgh

Scientific Organisers:

  • Gilles Carron, Universite de Nantes
  • Mark Haskins, Imperial College London
  • Hans-Joachim Hein, Imperial College London
  • Michael Singer, University College London
  • Nick Woodhouse, Clay Mathematics Institute

Scientific Advisory Group:

  • Tobias Colding, MIT
  • Simon Donaldson, Imperial College London
  • Gang Tian, Princeton University
  • Burkhard Wilking, Universitat Munster

Speakers:

  • Christina Sormani, CUNY - Comparison Geometry with Ricci Bounds, Including Gromov-Hausdorff Limits

  • Joel Fine, Universit√© Libre de Bruxelles - Introduction to Kahler Geometry, Including Yau's Proof of the Calabi Conjecture

  • Brian Weber, University of Pennsylvania -  Introduction to Epsilon-Regularity and Removable Singularity Theorems in Geometric Analysis

  • Hans-Joachim Hein, Imperial College - Ian's Resolution of the Calabi Conjecture for Complex Surfaces

  • Aaron Naber, MIT -  Cheeger-Colding Theory: Volume Convergence and the Effective Splitting Theorem

Sponsors and Funders:

This summer school was generously supported by the Clay Mathematics Institute and the Centre for Analysis and Nonlinear PDEs.