Handbook of Teichmüller Theory, Volume IV
Editors
Athanase Papadopoulos
IRMA, Strasbourg, France
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pp. vii–viii ForewordAthanase Papadopoulos
pp. ix–xi Contentspp. 1–39 Introduction to Teichmüller theory, old and new, IVAthanase Papadopoulos
pp. 43–111 Local and global aspects of Weil–Petersson geometrySumio Yamada
pp. 113–134 Simple closed geodesics and the study of Teichmüller spacesHugo Parlier
pp. 135–196 Curve complexes versus Tits buildings: structures and applicationsLizhen Ji
pp. 197–234 Extremal length geometryHideki Miyachi
pp. 235–254 Compactifications of Teichmüller spacesKen’ichi Ohshika
pp. 255–325 Arc geometry and algebra: foliations, moduli spaces, string topology and field theoryRalph M. Kaufmann
pp. 327–353 The horoboundary and isometry group of Thurston–Lipschitz metricCormac Walsh
pp. 355–374 The horofunction compactification of the Teichmüller metricLixin LiuWeixu Su
pp. 375–413 Lipschitz algebras and compactifications of Teichmüller spaceHideki Miyachi
pp. 415–437 On the geodesic geometry of infinite-dimensional Teichmüller spacesZhong Li
pp. 439–458 Holomorphic families of Riemann surfaces and monodromyHiroshige Shiga
pp. 461–537 The deformation of flat affine structures on the two-torusOliver Baues
pp. 539–618 Higher Teichmüller spaces: from SL(2,) to other Lie groupsMarc BurgerAlessandra IozziAnna Wienhard
pp. 619–677 The theory of quasiconformal mappings in higher dimensions, IGaven J. Martin
pp. 681–716 Infinite-dimensional Teichmüller spaces and modular groupsKatsuhiko Matsuzaki
pp. 717–756 Teichmüller spaces and holomorphic dynamicsXavier BuffGuizhen CuiLei Tan
pp. 759–784 A survey of quantum Teichmüller space and Kashaev algebraRen Guo
pp. 787–803 Variable Riemann surfacesOswald Teichmüller
pp. 787–814 A commentary on Teichmüller’s paper `Veränderliche Riemannsche Flächen'Norbert A’CampoAnnette A’Campo-NeuenLizhen JiAthanase Papadopoulos