Return to home page
Searching: Muskingum library catalog
Some OPAL libraries remain closed or are operating at reduced service levels. Materials from those libraries may not be requestable; requested items may take longer to arrive. Note that pickup procedures may differ between libraries. Please contact your library for new procedures, specific requests, or other assistance.
Record 1 of 2
  Previous Record Previous Item Next Item Next Record
  Reviews, Summaries, etc...
EBOOK
Title Geometry of Riemann surfaces : proceedings of the Anogia conference to celebrate the 65th birthday of William J. Harvey / edited by Frederick P. Gardiner, Brooklyn College, CUNY ; Gabino González-Diez, Universidad Autonóma de Madrid ; Christos Kourouniotis, University of Crete.
Imprint Cambridge, UK ; New York : Cambridge University Press, [2010]
©2010

Series London Mathematical Society lecture note series ; 368
London Mathematical Society lecture note series ; 368.
Subject Riemann surfaces -- Congresses.
Alt Name Harvey, William J., 1941-
Gardiner, Frederick P.
González-Diez, Gabino.
Kourouniotis, Christos.
Add Title Riemann surfaces
Anogia conference to celebrate the 65th birthday of William J. Harvey
Series London Mathematical Society lecture note series ; 368
London Mathematical Society lecture note series ; 368.
Subject Riemann surfaces -- Congresses.
Alt Name Harvey, William J., 1941-
Gardiner, Frederick P.
González-Diez, Gabino.
Kourouniotis, Christos.
Add Title Riemann surfaces
Anogia conference to celebrate the 65th birthday of William J. Harvey
Description 1 online resource (xx, 395 pages) : illustrations.
polychrome rdacc
Note "This conference on Geometry of Riemann Surfaces and related topics was held in ... Anogia at the Conference Centre of the University of Crete, spanning four days in June and July 2007"--Page vii
Summary Riemann surfaces is a thriving area of mathematics with applications to hyperbolic geometry, complex analysis, conformal dynamics, discrete groups, & algebraic curves. This collection of articles presents original research & expert surveys of related topics, making the field accessible to research workers, graduate students & teachers.
Bibliography Note Includes bibliographical references.
Contents Semisimple actions of mapping class groups on CAT(0) spaces M.R. Bridson -- A survey of research inspired by Harvey's theorem on cyclic groups of automorphisms E. Bujalance, F.J. Cirre and G. Gromadzki -- Algorithms for simple closed geodesics P. Buser -- Matings in holomorphic dynamics S. Bullett -- Equisymmetric strata of the singular locus of the moduli space of Riemann surfaces of genus 4 A.F. Costa and M. Izquierdo -- Diffeomorphisms and automorphisms of compact hyperbolic 2-orbifolds C.J. Earle -- Holomorphic motions and related topics F.P. Gardiner, Y. Jiang and Z. Wang -- Cutting sequences and palindromes J. Gilman and L. Keen -- On a Schottky problem for the singular locus of A5 V. Gonzalez-Aguilera -- Non-special divisors supported on the branch set of a p-gonal Riemann surface G. Gonzalez-Diez -- A note on the lifting of automorphisms R. Hidalgo and B. Maskit -- Simple closed geodesics of equal length on a torus G. McShane and H. Parlier -- On extensions of holomorphic motions -- a survey S. Mitra; Complex hyperbolic quasi-Fuchsian groups J.R. Parker and I.D. Platis -- Geometry of optimal trajectories M. Pontani and P. Teofilatto -- Actions of fractional Dehn twists on moduli spaces R. Silhol.
Note Print version record.
English.
ISBN 9781107089341 (electronic bk.)
1107089344 (electronic bk.)
9781139194266 (electronic bk.)
1139194267 (electronic bk.)
1139886800
9781139886802
1107095654
9781107095656
1107103657
9781107103658
1107101212
9781107101210
1107092329
9781107092327
9780521733076 (paperback)
0521733073 (paperback)
OCLC # 846495360
Additional Format Print version: Geometry of Riemann surfaces. Cambridge, UK ; New York : Cambridge University Press, 2010 9780521733076 (DLC) 2010279871 (OCoLC)437083063


If you experience difficulty accessing or navigating this content, please contact the OPAL Support Team