Minimal surfaces, geometric analysis and symplectic geometry
 Responsibility
 edited by Kenji Fukaya, Seiki Nishikawa and Joel Spruck.
 Imprint
 [Tokyo, Japan] : Mathematical Society of Japan, c2002.
 Physical description
 259 p. : ill. ; 24 cm.
 Series
 Advanced studies in pure mathematics (Tokyo, Japan) 34.
Online
Available online
At the library
Science Library (Li and Ma)
Stacks
Call number  Note  Status 

QA1 .A3 V.34  Unknown 
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Description
Creators/Contributors
 Contributor
 Fukaya, Kenji, 1959
 Nishikawa, Seiki.
 Spruck, Joel.
Contents/Summary
 Bibliography
 Includes bibliographical references.
 Contents

 Volume minimizing hypersurfaces in manifolds of nonnegative scalar curvature by M. Cai The Gaussian image of mean curvature one surfaces in $\mathbb{H}^3$ of finite total curvature by P. Collin, L. Hauswirth, and H. Rosenberg Behavior of eigenfunctions near the ideal boundary of hyperbolic space by H. Donnelly Floer homology and mirror symmetry II by K. Fukaya Solution to the shadow problem in 3space by M. Ghomi On 4dimensional CRsubmanifolds of a 6dimensional sphere by H. Hashimoto, K. Mashimo, and K. Sekigawa On isotropic minimal surfaces in Euclidean space by M. Kokubu The topology of toric hyperKahler manifolds by H. Konno Cyclic hypersurfaces of constant curvature by R. Lopez A generalized height estimate for Hgraphs, Serrin's corner lemma, and applications to a conjecture of Rosenberg by J. McCuan Discrete spectrum and Weyl's asymptotic formula for incomplete manifolds by J. Masamune and W. Rossman Brieskorn manifolds and metrics of positive scalar curvature by H. Ohta Space of geodesics on Zoll threespheres by K. Ono Constant mean curvature 1 surfaces with low total curvature in hyperbolic 3space by W. Rossman, M. Umehara, and K. Yamada A note on the symplectic volume of the moduli space of spatial polygons by T. Takakura.
 (source: Nielsen Book Data)
 Publisher's summary

The 19981999 program year of the JapanU.S. Mathematics Institute at the Johns Hopkins University (Baltimore, MD) was devoted to minimal surfaces, geometric analysis, and symplectic geometry. The program culminated in a weeklong workshop and conference to discuss recent developments. This volume is a collection of articles written by the speakers. It presents extended or modified versions of the lectures delivered at the meeting. Each article provides a vivid account of current research.The information given ranges from introductorylevel to the most recent results. Of special interest is a long survey article by K. Fukaya on applications of Floer homology to mirror symmetry. Also discussed are new developments on the geometry of constant mean curvature one surfaces in hyperbolic 3spaces of finite total curvature. The range of topics covered in the volume provides direction for further research in these rapidly developing areas. The book is suitable for graduate students and researchers interested in differential and symplectic geometry.
(source: Nielsen Book Data)
Subjects
 Subjects
 Minimal surfaces.
 Symplectic geometry.
Bibliographic information
 Publication date
 2002
 Series
 Advanced studies in pure mathematics ; 34
 Note
 Collection of articles contributed by speakers of the workshop and conference held at the JapanU.S. Mathematics Institute from Mar. 16 to 21, 1999. Cf. Pref.
 ISBN
 4931469183
 9784931469181