Handbook of Teichmüller Theory, Volume II
Editors
Athanase Papadopoulos
IRMA, Strasbourg, France
A subscription is required to access this book.
pp. 1–44 Introduction to Teichmüller theory, old and new, IIAthanase Papadopoulos
DOI 10.4171/055-1/1pp. 47–64 The Weil–Petersson metric geometryScott A. Wolpert
DOI 10.4171/055-1/2pp. 65–91 Infinite dimensional Teichmüller spacesAlastair FletcherVladimir Markovic
DOI 10.4171/055-1/3pp. 93–130 A construction of holomorphic families of Riemann surfaces over the punctured disk with given monodromyYoichi Imayoshi
DOI 10.4171/055-1/4pp. 131–149 The uniformization problemRobert Silhol
DOI 10.4171/055-1/5pp. 151–215 Riemann surfaces, ribbon graphs and combinatorial classesGabriele Mondello
DOI 10.4171/055-1/6pp. 217–237 Canonical 2-forms on the moduli space of Riemann surfacesNariya Kawazumi
DOI 10.4171/055-1/7pp. 242–269 Quasi-homomorphisms on mapping class groupsKoji Fujiwara
DOI 10.4171/055-1/8pp. 271–296 Lefschetz fibrations on 4-manifoldsMustafa KorkmazAndrás I. Stipsicz
DOI 10.4171/055-1/9pp. 297–367 Introduction to measurable rigidity of mapping class groupsYoshikata Kida
DOI 10.4171/055-1/10pp. 369–387 Affine groups of flat surfacesMartin Möller
DOI 10.4171/055-1/11pp. 389–451 Braid groups and Artin groupsLuis Paris
DOI 10.4171/055-1/12pp. 455–508 Complex projective structuresDavid Dumas
DOI 10.4171/055-1/13pp. 509–531 Circle packing and Teichmüller spaceSadayoshi Kojima
DOI 10.4171/055-1/14pp. 533–609 (2+1) Einstein spacetimes of finite typeRiccardo BenedettiFrancesco Bonsante
DOI 10.4171/055-1/15pp. 611–684 Trace coordinates on Fricke spaces of some simple hyperbolic surfacesWilliam M. Goldman
DOI 10.4171/055-1/16pp. 685–730 Spin networks and SL(2,ℂ)-character varietiesSean LawtonElisha Peterson
DOI 10.4171/055-1/17pp. 733–765 Grothendieck’s reconstruction principle and 2-dimensional topology and geometryFeng Luo
DOI 10.4171/055-1/18pp. 767–809 Dessins d’enfants and origami curvesFrank HerrlichGabriela Schmithüsen
DOI 10.4171/055-1/19pp. 811–858 The Teichmüller theory of the solenoidDragomir Šarić
DOI 10.4171/055-1/20