The deformation theory of hyperbolic cone-3-manifolds with cone-angles less than $2pi$

Jeudi 17 septembre 2009 14:00-15:00 - Weiss Harmut - LMU, München

Résumé : I will describe my approach to the deformation theory of hyperbolic cone-3-manifolds with cone-angles less than $2\pi$
of fixed topological type.
Furthermore I will report on an ongoing project with Gregoire Montcouquiol, where we aim to describe the space of cone-manifold structures of possibly varying topological type.

Lieu : 425 - 121-123

The deformation theory of hyperbolic cone-3-manifolds with cone-angles less than $2pi$  Version PDF
septembre 2020 :
 Département de Mathématiques Bâtiment 307 Faculté des Sciences d'Orsay Université Paris-Saclay F-91405 Orsay Cedex Tél. : +33 (0) 1-69-15-79-56 Département Fermeture du département Laboratoire Formation