Introduction to the volume: In the tradition of Thurston II – Geometry and Groups
Résumé
In this chapter, we describe in some detail the various topics covered in the volume "In the tradition of Thurston II -- Geometry and Groups", edited by K. Ohshika and A. Papadopoulos, published by Springer (2022).
Mots clés
hyperbolic Dehn filling
holomorphic dynamics
surgery in representation varieties
Higgs bundles
geodesic triangulations
Koebe-Andreev-Thurston theorem
moduli spaces of singular flat metrics
combination theorems
uniformisation theorem for Haken manifolds
Gromov hyperbolic group
iterations of rational maps
automatic groups
Thurston's characteri AMS codes
complex hyperbolic Kleinian groups
Möbius structures
discrete groups
ends
cone 3-manifolds
critical exponents
cusp opening
Thurston's orbifold geometrisation theorem
Dehn filling
hyperbolic ends
κ-surfaces
Thurston norm
surgery
convex core
quasi-Fuchsian manifold
twisted Alexander polynomial
Seiberg-Witten invariant
Heegaard-Flower homology
representation variety
triangulations of surfaces
cell decompositions of surfaces
Origine : Fichiers produits par l'(les) auteur(s)