Pdf padic teichmuller theory 1 a theory of ordinary padic curves. Interaction with analysis, geometry and number theory from 4 to 16 july, 2011. Pdf 3 the intrinsic hodge theory of padic hyperbolic curves nara 1998. I am a professional mathematician myself, and i doubt i could manage it even within a year. If you want to get deeper into the theory of quasiconformal maps and understand the complex structure of teichmueller space, then the ultimate reference is j. Interuniversal teichmuller theory i interuniversal. The first volume gave an introduction to teichmuller theory. A fable of free trade and protection scherer industry structure, strategy, and public policy. There are very good recent books devoted to this and related subjects, for example b92, d11, fm11, flm07. Buy teichmuller theory and applications to geometry, topology, and dynamics on. Raction on these moduli spaces, the kontsevichzorich cocycle over the teichmuller geodesic. Teichmuller theory and applications to geometry, topology, and. Teichmuller space encodes the possible number of ways in which you can deform complex structure on a space. Introduction to teichmuller theory, old and new, ii ems publishing.
Having the correct technology complete listing of all scientology lectures and written materials with instructions on how to obtain them via torrent download free download of electronic books, lectures, course packs and more true source scientology foundation free access to a large library in word doc, pdf, text, html and mp3 formats click on the materials link at. Room and board for the conference will be at jacobs university, the price is 6070 euros per day. Im looking for a reference to start learning teichmuller theory. The mantra is studying objects in families gives important information about the individual objects. A road to interuniversal teichmuller theory mathoverflow. Handbook of teichmuller theory full versionbook description. Please use the registration form to sign up for the conference. Geometric measure theory gmt is a classical subject in geometric analysis which in recent years has seen a new revival. These theorems are of extraordinary beauty in themselves, and the. The book is aimed at readers who have completed at least a year of graduate school, in conformity with the advanced level of the material.
Teichmuller theory is the classical result pgc, which was already known in the last century. Abstract we present a brief exposition of teichmuller s. Each point in may be regarded as an isomorphism class of marked riemann surfaces, where a marking is an isotopy class of homeomorphisms from to itself. See, for example, kiran kedlayas lecture at the 2015 conference on interuniversal teichmuller theory at oxford. This is dictated by the difficulty of the subject, and. Successful tips for a better ebook reading experience. The patterson and bersgreenberg isomorphism theorems 29 2. Surface homeomorphisms and rational functions, by j. Teichmuller theory and applications to geometry, topology, and dynamics. Gardiner and jun hu winter, 2005, hri, allahabad, india. These notes were written for some expository talks on teichmuller theory, given. It is based on a course i taught at university of utah in 19921993. These objects are fundamental in several fields of mathematics, including algebraic geometry, number theory, topology, geometry, and dynamics.
In the case of a surface with one puncture, the fundamental group is a free. Geometry of teichmuller space with the teichmuller metric. Hubbard obrien economics inecon money, banking, and the financial system hubbard obrienrafferty. Superintelligence is hyperintergration of the metasystem. Warp music publishing, latinautor, cmrra, latinautor peermusic, and 5. Part a of this volume, on the metric and analytic theory of teichmuller space, con. This course was a prequel to the 19931994 course on thurstons hyperbolization theorem which later became a book k. Teichmuller theory mathematisches institut uni bonn. Besides surveying important parts of the theory, several chapters contain conjectures and open problems. I doubt there is anyone who could learn this material given anything less than a year of solid study and i am thinking of the leading researchers in the world, who are already experts in everything related. For general references for teichmuller theory, and quasiconformal mappings i refer to the books of l. These theorems are of extraordinary beauty in themselves, and the methods thurston used to prove them were so novel.
Samples pages from each chapter and the appendices pdf. Polynomials, hubbard trees, and matings the thurston. A more technical introduction to the mathematical content of the main ideas of interuniversal teichmuller theory may be found in appendix a and the discussion at the beginning of section. Teichmuller theory the teichmuller space of a riemann surface is the space of all deformations of the complex structure, with a topological marking that insures that the teichmuller space is simply connected. Introduction much of the theory of riemann surfaces boils down to the following theorem, the twodimensional equivalent of thurstons. Download handbook of teichmuller theory full version and read online all your favorite pdf 59 booklist for free at pdfbookslib. Curt mcmullen regularly teaches courses on the subject and he has really nice course notes on the subject. Therefore the mapping class group acts on free homotopy classes of simple closed. Teichmuller theory and applications to geometry, topology, and dynamics, volume i. This volume is the second of four volumes devoted to teichmuller theory and its applications to geometry, topology, and dynamics. Equidistribution of horocyclic flows on complete hyperbolic surfaces of finite area john h.
A read is counted each time someone views a publication summary such as the title, abstract, and list of authors, clicks on a figure, or views or downloads the fulltext. Geometry of teichmuller space with the teichmuller metric howard masur january 20, 2010. Brief contents part i introduction to economics 1 1 the scope and method of economics 1 2 the economic problem. This set of notes contains basic material on riemann surfaces, teichmu. Miller cornell university march 2, 2008 abstract we provide a selfcontained, accessible introduction to ratners equidistribution theorem in the special case of horocyclic. Every proof comes with geometric intuition, aided by many diagrams.
Introduction to teichmuller theory, old and new ems publishing. Two books that are friendly to algebraic geometers are it and ab. The second of four volumes devoted to teichmuller theory and its applications to geometry, topology, and dynamics, this volume proves two theorems by william thurston. It is a basic tool in the study of riemanns moduli spaces and the mapping class groups. John hubbard has a recent book on teichmuller theory which is quite good and. Click here for more information about travel and lodging. Irma lectures in mathematics and theoretical physics 17 edited by christian kassel and vladimir g. His approach to quasiconformal maps is more friendly to those who shy away from the hard analysis approach usually taken on the subject. Teichmuller theory and applications to geometry, topology, and dynamics volume 1. Please register by april 30 if you are requesting funding. Ergodic theory of teichmuller flow with respect to masurveech measure.
Riemann surfaces and teichmuller theory l24 stergios m. Participants who have already registered are listed here. Hubbard, phd, mt ascp associate professor, program of clinical laboratory science department of laboratory sciences and primary care school of allied health sciences texas tech university health sciences center lubbock. Com handbook of teichmuller theory full version its really recomended ebook which. Special offerings department of mathematics university.
Introduction an orientation preserving homeomorphism f from a riemann surface x onto a riemann surface y is given. Antonakoudis this is an introduction to the theory of conformal dynamical systems, riemann surfaces and their moduli spaces. We introduce the theory for thurstons characterization for postcritically finite rational maps1. In any event, the basic reference for this section is j. Teichmuller theory is one of those few wonderful subjects which bring together. Pdf comments new 20110715 2 foundations of padic teichmuller theory. This is the first and only regimen in existence that has been shown in scientific studies to reduce. An introduction to teichmuller theory notes from a course given by dick canary, fall 2015 november 23, 2015 1 an overview of hyperbolic geometry 1. Papers of shinichi mochizuki research institute for.
Handbook of teichmuller theory full version pdfbookslib. Licensed to youtube by merlin warp records on behalf of warp records. Tools introduced to study perimeter minimizers and minimizing surfaces have found applications in areas such as metric geometry, harmonic analysis, free boundary problems and theoretical computer sciences. Teichmuller theory and applications matrix editions. Comments new 20180403 3 an introduction to padic teichmuller theory. John hubbard has a recent book on teichmuller theory which is quite good and geometric. Hubbard, 9780971576629, available at book depository with free teichmuller theory and applications to geometry, topology, and. Teichmuller theory and applications to geometry, topology. Many of the times, it has been felt that the readers, who are utilizing the ebooks for. Hubbard developed various methods of achieving a reduction of the effects of drugs. Vector calculus, linear algebra, and differential forms, a unified approach with barbara burke hubbard.
Construction of hodge theaters shinichi mochizuki november 2015 abstract. Download microeconomics pdf ebook free ebook pdf and. Scarcity and choice 25 3 demand, supply, and market equilibrium 47 4 demand and supply applications 79 part ii concepts and problems in macroeconomics 97 5 introduction to macroeconomics 97 6 measuring national output and national income 111 7 unemployment. Teichmuller theory and applications volume 1 pdf free download. Teichmuller theory, by jh hubbard, with american mathematical.
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