# Handbook of Teichmüller Theory, Volume III

Book details

Introduction to Teichmüller theory, old and new, III
Athanase Papadopoulos
pp. 1–34
Abstract | Full-Text PDF (226 KB)

Quasiconformal and BMO-quasiconformal homeomorphisms
Jean-Pierre Otal
pp. 37–70
Abstract | Full-Text PDF (350 KB)

Earthquakes on the hyperbolic plane
Jun Hu
pp. 71–122
Abstract | Full-Text PDF (572 KB)

Kerckhoff’s lines of minima in Teichmüller space
Caroline Series
pp. 123–153
Abstract | Full-Text PDF (344 KB)

A tale of two groups: arithmetic groups and mapping class groups
Lizhen Ji
pp. 157–295
Abstract | Full-Text PDF (1081 KB)

Simplicial actions of mapping class groups
John D. McCarthy and Athanase Papadopoulos
pp. 297–423
Abstract | Full-Text PDF (999 KB)

On the coarse geometry of the complex of domains
Valentina Disarlo
pp. 425–439
Abstract | Full-Text PDF (436 KB)

Minimal generating sets for the mapping class group
Mustafa Korkmaz
pp. 441–463
Abstract | Full-Text PDF (506 KB)

From mapping class groups to monoids of homology cobordisms: a survey
Kazuo Habiro and Gwénaël Massuyeau
pp. 465–529
Abstract | Full-Text PDF (661 KB)

A survey of Magnus representations for mapping class groups and homology cobordisms of surfaces
pp. 531–594
Abstract | Full-Text PDF (679 KB)

Asymptotically rigid mapping class groups and Thompson groups
Louis Funar, Christophe Kapoudjian and Vlad Sergiescu
pp. 595–664
Abstract | Full-Text PDF (960 KB)

An introduction to moduli spaces of curves and their intersection theory
Dimitri Zvonkine
pp. 667–716
Abstract | Full-Text PDF (640 KB)

Homology of the open moduli space of curves
Ib Madsen
pp. 717–746
Abstract | Full-Text PDF (284 KB)

On the $L^p$-cohomology and the geometry of metrics on moduli spaces of curves
Lizhen Ji and Steven Zucker
pp. 747–775
Abstract | Full-Text PDF (314 KB)

The Weil–Petersson metric and the renormalized volume of hyperbolic 3-manifolds
Kirill Krasnov and Jean-Marc Schlenker
pp. 779–819
Abstract | Full-Text PDF (360 KB)

Discrete Liouville equation and Teichmüller theory
Rinat Kashaev
pp. 821–851
Abstract | Full-Text PDF (414 KB)

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