Lectures on Nonlinear Problems in Mathematical Analysis

✍ Scribed by Melvin S. Berger (Eds.)

• Publisher: Academic Press, Elsevier
• Year: 1977
• Leaves: 424
• Series: Pure and Applied Mathematics 74
• Category: Library

✦ Table of Contents

Content:
Edited by
Page iii

Copyright page
Page iv

Dedication
Page v

Preface
Pages xiii-xv

Suggestions for the Reader
Page xix

Notation and Terminology
Page xvii

Part I Preliminaries
Pages 1-2

Chapter 1 Background Material
Pages 3-63

Chapter 2 Nonlinear Operators
Pages 64-108

Part II Local Analysis
Pages 109-110

Chapter 3 Local Analysis of a Single Mapping
Pages 111-148

Chapter 4 Parameter Dependent Perturbation Phenomena
Pages 149-213

Part III Analysis in the Large
Pages 215-216

Chapter 5 Global Theories for General Nonlinear Oeprators
Pages 217-298

Chapter 6 Critical Point Theory for Gradient Mappings
Pages 299-390

Appendix A On Differentiable Manifolds
Pages 391-395

Appendix B On the Hodge-Kodaira Decomposition for Differential Forms
Pages 396-398

References
Pages 399-408

Index
Pages 409-417