This is an advanced school for any master/doctorate student as well as any researcher interested in Lorentzian Geometry.

Intived speakers

• Dmitri Alekseevsky (University of Edingurgh):
  • Lorentzian G-manifolds I: General theory of Lorentzian G-manifold.
  • Lorentzian G-manifolds II: Lorentzian manifolds with large isometry group.
  • Lorentzian G-manifolds III: Lorentzian spin manifolds with many Killing spinors
  • Lorentzian G-manifolds III: Lorentzian spin manifolds with many Killing spinors
• José Luís Flores (Universidad de Málaga):
  • The Splitting Problem in Riemannian and Lorentzian Geometry
  • The Splitting Problem in Riemannian and Lorentzian Geometry II
  • The Splitting Problem in Riemannian and Lorentzian Geometry III
  • The Splitting Problem in Riemannian and Lorentzian Geometry IV
• Eduardo García-Río (Universidad de Santiago de Compostela):
  • Homogeneity and special classes of Lorentzian metrics I
  • Homogeneity and special classes of Lorentzian metrics II
  • Homogeneity and special classes of Lorentzian metrics III
  • Homogeneity and special classes of Lorentzian metrics IV
• Volker Perlick (University of Landcaster):
  • Application of Lorentzian Geometry to the Gravitational Lens Effect I
  • Application of Lorentzian Geometry to the Gravitational Lens Effect II
  • Application of Lorentzian Geometry to the Gravitational Lens Effect III
  • Application of Lorentzian Geometry to the Gravitational Lens Effect IV