ISBN 9788132206699,Differential Analysis On Complex Manifolds

Differential Analysis On Complex Manifolds

Publisher:

Springer

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ISBN 9788132206699
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ISBN 9788132206699
Publisher

Springer

Publication Year 2012
ISBN-13

ISBN 9788132206699

ISBN-10 813220669X
Binding

Paperback

Edition 3rd
Number of Pages 304 Pages
Language (English)
Subject

Calculus

In Developing The Tools Necessary For The Study Of Complex Manifolds, This Comprehensive, Well-Organized Treatment Presents In Its Opening Chapters A Detailed Survey Of Recent Progress In Four Areas: Geometry (Manifolds With Vector Bundles), Algebraic Topology, Differential Geometry, And Partial Differential Equations. Subsequent Chapters Then Develop Such Topics As Hermitian Exterior Algebra And The Hodge Operator, Harmonic Theory On Compact Manifolds, Differential Operators On A Kahler Manifold, The Hodge Decomposition Theorem On Compact Kahler Manifolds, The Hodge-Riemann Bilinear Relations On Kahler Manifolds, Griffiths'S Period Mapping, Quadratic Transformations, And Kodaira'S Vanishing And Embedding Theorems.

The Third Edition Of This Standard Reference Contains A New Appendix By Oscar Garcia-Prada Which Gives An Overview Of The Developments In The Field During The Decades Since The Book Appeared. From A Review Of The 2Nd Edition: "..The New Edition Of Professor Wells' Book Is Timely And Welcome...An Excellent Introduction For Any Mathematician Who Suspects That Complex Manifold Techniques May Be Relevant To His Work. Nigel Hitchin, Bulletin Of The London Mathematical Society "Its Purpose Is To Present The Basics Of Analysis And Geometry On Compact Complex Manifolds, And Is Already One Of The Standard Sources For This Material.

Table Of Contents

Manifolds And Vector Bundles
Sheaf Theory
Differential Geometry
Elliptic Operator Theory
Compact Complex Manifolds
Kodaira'S Projective Embedding Theorem
Appendix By O. Garcia-Prada
References
Subject Index
Author Index
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