← Back Mathematical Methods for Physicists (7th ed.)
Mathematical Methods for Physicists (7th ed.)

Description

PDF pp. 405-7 does a good job introducing characteristics of PDEs


Table of Contents

Front Matter, Pages i-ii

Copyright, Page iv

Preface, Pages xi-xiii

Chapter 1 - Mathematical Preliminaries, Pages 1-82

Chapter 2 - Determinants and Matrices, Pages 83-121

Chapter 3 - Vector Analysis, Pages 123-203

Chapter 4 - Tensors and Differential Forms, Pages 205-249

Chapter 5 - Vector Spaces, Pages 251-297

Chapter 6 - Eigenvalue Problems, Pages 299-328

Chapter 7 - Ordinary Differential Equations, Pages 329-380

Chapter 8 - Sturm-Liouville Theory, Pages 381-399

Chapter 9 - Partial Differential Equations, Pages 401-445

Chapter 10 - Green's Functions, Pages 447-467

Chapter 11 - Complex Variable Theory, Pages 469-550

Chapter 12 - Further Topics in Analysis, Pages 551-598

Chapter 13 - Gamma Function, Pages 599-641

Chapter 14 - Bessel Functions, Pages 643-713

Chapter 15 - Legendre Functions, Pages 715-772

Chapter 16 - Angular Momentum, Pages 773-814

Chapter 17 - Group Theory, Pages 815-870

Chapter 18 - More Special Functions, Pages 871-933

Chapter 19 - Fourier Series, Pages 935-962

Chapter 20 - Integral Transforms, Pages 963-1046

Chapter 21 - Integral Equations, Pages 1047-1079

Chapter 22 - Calculus of Variations, Pages 1081-1124

Chapter 23 - Probability and Statistics, Pages 1125-1179

Index, Pages 1181-1205

"Mathematical Methods for Physicists serves as both textbook and/or useful reference work. This renowned and well respected title provides in one handy volume the essential mathematical tools and techniques used to solve problems in physics and engineering. The mathematical relations are clearly illustrated and proven. It is a vital addition to the bookshelf of any serious student of physics and or research professional in the field."--BOOK JACKET.