黎曼曲面讲义
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《黎曼曲面讲义》是2000年世界图书出来自版公司出版的图书,作者是OttoForster。
- 书名 黎曼曲面讲义
- 作者 Otto Forster
- 出版社 世界图书出版公司
- 出版时间 2000年12月
- 页数 254 页
内容介绍
等起没双适处冲马得教系 This book grew out of lectures on Riemann surfaces which the au绍县较作了thor gave at the universit眼把ies of Munich, Regensburg and Mun不南迫八重宜ster. Its aim is to give an introduction to this rich and beautiful subject, while presenting m来自ethods from the t360百科heory of complex manifolds which, in the special case of one co固激器损mplex variable, turn out to be particula帝批段州rly elementary ad transparent.
备注
本书为英文版!
目录
来自 Preface
360百科 Chapter 1 Coveri基刘研坏规华事际错ng Spaces
1. The Definition of Ri氢永短消好零错措候emann Surfaces
2. Elementary Properties of Holomorphic Mappings
3. Homoto候裂们情py of Curves. The 认吃Fundamental Gr攻甲酒oup
4. Branc脚进hed and Unbranche征木画语先令继材造d Coverings
5. The Universal 久Covering and Covering Transformations
6. Sheaves
7. Analytic Continuation
8. Algebraic Functions
9. Differential Forms
10. The Integration 侵分罗般集班伯投统冷of Differential Forms
11. Linear Differential Equations
Chapter 2 Compact Riemann Surfaces
站分责银丰吗号没急么片12. Cohomology Groups
13. Dolbeault''s Lemma
14. A 图水饭看交格投念显Finiteness Theorem
15. The Exact Cohomology Sequence
16. The Riemann-Roch Theor爱完星的越解五山信em
17. T武周报he Serre Duality Theorem
18. Functions and Differential Forms with Pre奏浓化夜冷影春临延scribed P朝粮工似规于四rincipal P了开程食福状合处arts
19. Harmonic Differential Forms
20. Abel''s Theorem
21. The Jacobi Inversion Problem
Chapter 3 Non-compact Riem女住跟益包绍促答置湖ann Surfaces
22. The Dirichlet Boundary Value Problem
23. C派江孩高球ountable Topology
24. Weyl's Lemma
25. The Runge Approximation Theorem
26. The Theorems of Mittag-Leffler and Weierstrass
27. The Riemann Mapping Theorem
28. Functions with Prescribed Summands of Automorphy
29. Line and Vector Bundles
30. The Triviality of Vector Bundles
31. The Riemann-Hilbert Problem
Appendix
A. Partitions of Unity
B. Topological Vector Spaces
References
Symbol Index
Author and Subject Index
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