Handbook of Teichmüller Theory, Volume III
Editors
Athanase Papadopoulos
IRMA, Strasbourg, France
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pp. v–vi ForewordAthanase Papadopoulos
pp. vii–viii Contentspp. 1–34 Introduction to Teichmüller theory, old and new, IIIAthanase Papadopoulos
pp. 37–70 Quasiconformal and BMO-quasiconformal homeomorphismsJean-Pierre Otal
pp. 71–122 Earthquakes on the hyperbolic planeJun Hu
pp. 123–153 Kerckhoff’s lines of minima in Teichmüller spaceCaroline Series
pp. 157–295 A tale of two groups: arithmetic groups and mapping class groupsLizhen Ji
pp. 297–423 Simplicial actions of mapping class groupsJohn D. McCarthyAthanase Papadopoulos
pp. 425–439 On the coarse geometry of the complex of domainsValentina Disarlo
pp. 441–463 Minimal generating sets for the mapping class groupMustafa Korkmaz
pp. 465–529 From mapping class groups to monoids of homology cobordisms: a surveyKazuo HabiroGwénaël Massuyeau
pp. 531–594 A survey of Magnus representations for mapping class groups and homology cobordisms of surfacesTakuya Sakasai
pp. 595–664 Asymptotically rigid mapping class groups and Thompson groupsLouis FunarChristophe KapoudjianVlad Sergiescu
pp. 667–716 An introduction to moduli spaces of curves and their intersection theoryDimitri Zvonkine
pp. 717–746 Homology of the open moduli space of curvesIb Madsen
pp. 747–775 On the -cohomology and the geometry of metrics on moduli spaces of curvesLizhen JiSteven Zucker
pp. 779–819 The Weil–Petersson metric and the renormalized volume of hyperbolic 3-manifoldsKirill KrasnovJean-Marc Schlenker
pp. 821–851 Discrete Liouville equation and Teichmüller theoryRinat Kashaev