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128. 6.8 Complementary measured foliations. 130. Appendix C. Explicit Formulas for Measured Foliations. 131. Expose 7. Teichmuller Space. 139. Expose 8. The Thurston . On the geometry and dynamics of diffeomorphisms of surfaces, William Teichmuller Theory and Applications to Geometry, Topology, and Dy-.
Information (reviews, table of contents, index, sample pages) about the book Teichmuller Theory and Applications to Geometry, Topology, and Dynamics, Volume 1: Teichmuller Theory, by John H. Hubbard, published by Matrix Editions.
This volume is the second of four volumes devoted to Teichmuller theory and its applications to geometry, topology, and dynamics. The first volume gave an introduction to Teichmuller theory. Volumes 2 through 4 prove four theorems by William Thurston: The classification of homeomorphisms of surfaces The topological
Most of my research over the last five years has been devoted to dynamics in several complex variables. I have co-authored four foundational papers in the field. I am also writing three books on a very advanced level, one giving a treatment of Teichmuller space and its applications in theorems of Bill Thurston, the second on
Teichmuller Theory. and Applications to Geometry, Topology, and Dynamics. Volume 2: Surface Homeomorphisms and Rational Functions. book cover by John H. Hubbard ISBN: 978-1-943863-00-6 262 pages, hardcover, smythe-sewn binding 108 color illustrations. 2016, $63. Index (in pdf) · Table of contents (in html)
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17 May 2013 Teichmuller theory and the Teichmuller metric, the “classical" applications limit set of a Kleinian group, and then describe the dynamics on the com- Teichmuller Theory. The Teichmuller space of a Riemann surface is the space of all deformations of the complex structure, with a topological marking that
27 Nov 2006 Teichmuller Theory and Applications to Geometry, Topology, and Dynamics: Volume 1: Teichmuller Theory The serious mathematics in this volume is Teichmuller theory, a theory of Riemann surfaces blending analysis, geometry, topology, and algebra. The book is aimed at readers who have completed
11 Jan 2018 Teichmuller theory and applications to geometry, topology, and dynamics. Volume. 1: Teichmuller theory, by J. H. Hubbard, With contributions by Adrien Douady,. William Dunbar, Roland Roeder, Sylvain Bonnot, David Brown, Allen Hatcher,. Chris Hruska, and Sudeb Mitra, With forewords by William
Book summary: This volume is the second of four volumes devoted to Teichmuller theory and its applications to geometry, topology, and dynamics. The first volume.

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March 2018