Solution techniques for elementary partial differential equations

Content: Front cover
 Contents
 Foreword
 Preface to the Second Edition
 Preface to the First Edition
 Body
 Chapter 1: Ordinary DifferentialEquations: Brief Review
 Chapter 2: Fourier Series
 Chapter 3: Sturm-Liouville Problems
 Chapter 4: Some Fundamental Equationsof Mathematical Physics
 Chapter 5: The Method of Separation of Variables
 Chapter 6: Linear Nonhomogeneous Problems
 Chapter 7: The Method ofEigenfunction Expansion
 Chapter 8: The Fourier Transformations
 Chapter 9: The Laplace Transformation
 Chapter 10: The Method of Green\'s Functions Chapter 11: General Second-Order LinearPartial DifferentialEquations with TwoIndependent VariablesChapter 12: The Method of Characteristics
 Chapter 13: Perturbation and Asymptotic Methods
 Chapter 14: Complex Variable Methods
 Answers to Odd-Numbered Exercises
 Appendix
 Bibliography
 Back cover