ISBN:978-7-04-049298-9
出版时间:2018-06-01
语种:英文
开本:特殊
页数:619
Uniformization, Riemann-Hilbert Correspo
作 者:Lizhen Ji, Shing-Tung Yau
定价:  158.00元 购买
  • 内容简介
关键词 数学类
目录
内封   
PDF (504 KB) (
版权   
PDF (209 KB) (
目录   
PDF (30 KB) (
Front Matter   
PDF (44 KB) (
Hypergeometric Functions, from Riemann till Present   
摘要   PDF (1 MB) ( ) P. 1-20
Picard-Fuchs Uniformization of Modular Subvarieties   
摘要   PDF (385 KB) ( ) P. 21-54
Poincar′e’s Path to Uniformization   
摘要   PDF (242 KB) ( ) P. 55-80
Exploring Modular Forms and the Cohomology of Local Systems on Moduli Spaces by Counting Points   
摘要   PDF (316 KB) ( ) P. 81-110
Moduli Spaces of Compact Riemann Surfaces: Their Complex Structures and an Overview of Major Results   
摘要   PDF (436 KB) ( ) P. 111-156
The Morrison-Kawamata Cone Conjecture and Abundance on Ricci Flat Manifolds   
摘要   PDF (316 KB) ( ) P. 157-186
Conformal Geometry and the Painlev′e VI Equation   
摘要   PDF (349 KB) ( ) P. 187-218
Calabi-Yau Metrics: Mirror Symmetry, Hitchin Systems and Instanton Corrections   
摘要   PDF (207 KB) ( ) P. 219-236
Quasiconformal Mappings, from Ptolemy’s Geography to the Work of Teichm¨uller   
摘要   PDF (1 MB) ( ) P. 237-314
Riemann-Hilbert Correspondence, Irregular Singularities and Hodge Theory   
摘要   PDF (223 KB) ( ) P. 315-326
Krichever-Novikov Type Algebras and Wess-Zumino-Novikov- Witten Models   
摘要   PDF (430 KB) ( ) P. 327-368
Moduli of Canonically Polarized Manifolds, Higher Order Kodaira-Spencer Maps, and an Analogy to Calabi-Yau Manifolds   
摘要   PDF (354 KB) ( ) P. 369-400
Calabi–Yau Operators   
摘要   PDF (457 KB) ( ) P. 401-452
A Survey on Toric Mirror Symmetry   
摘要   PDF (289 KB) ( ) P. 453-474
Dynamical Systems on Analytic Manifolds of Quadratic Differentials: Chapter I, F-Structures   
摘要   PDF (515 KB) ( ) P. 475-526
Aspects on Calabi–Yau Moduli   
摘要   PDF (321 KB) ( ) P. 527-550
Degeneration of Ricci-flat Calabi-Yau Manifolds and Its Applications   
摘要   PDF (455 KB) ( ) P. 551-592
Mirror Symmetry for Plane Cubics Revisited   
摘要   PDF (318 KB) ( ) P. 593-619