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CONTENTS
Chapter 1 REVIEW OF FUNDAMENTAL CONCEPTS 1
Chapter 2 ORDINARY DIFFERENTIAL EQUATIONS 38
Chapter 3 LINEAR DIFFERENTIAL EQUATIONS 71
Chapter 4 LAPLACE TRANSFORMS 98
Chapter 5 VECTOR ANALYSIS 121
Chapter 6 MULTIPLE, LINE AND SURFACE INTEGRALS AND
INTEGRAL THEOREMS 147
Chapter 7 FOURIER SERIES 182
Chapter 8 FOURIER INTEGRALS 201
Chapter 9 GAMMA, BETA AND OTHER SPECIAL FUNCTIONS 210
Chapter 10 BESSEL FUNCTIONS 224
Chapter 11 LEGENDRE FUNCTIONS AND OTHER
ORTHOGONAL FUNCTIONS 242
Chapter 12 PARTIAL DIFFERENTIAL EQUATIONS 258
Chapter 13 COMPLEX VARIABLES AND CONFORMAL MAPPING 286
Chapter 14 COMPLEX INVERSION FORMULA FOR
LAPLACE TRANSFORMS 324
Chapter 15 MATRICES 342
Chapter 16 CALCULUS OF VARIATIONS 375
INDEX 399
Author(s): Murray Spiegel
Series: Schaum's Outline Series
Publisher: McGraw-Hill
Year: 2009
Language: English
Pages: 417
Tags: Математика;Справочники, каталоги, таблицы;Справочники, каталоги, таблицы