Acknowledgement
(xi)
Contents Foreword.......................................................................................................................... (v) Preface ........................................................................................................................... (vii) Acknowledgement............................................................................................................ (ix)
UNIT - I
CHAPTER - 1 Fourier Series ............................................................................ 3-44 CHAPTER - 2 Fourier Transform .................................................................. 45-74 UNIT - II
CHAPTER - 3 Laplace Transforms and Its Applications .......................... 77-156 UNIT - III
CHAPTER - 4 Second Order Differential Equations................................ 159-200 CHAPTER - 5 Series Solution of Differential Equations and Special Equations ......................................................... 201-242
Contents Acknowledgement
(xiv) (x)
UNIT - IV
CHAPTER - 6 Partial Differential Equations ............................................ 245-303 CHAPTER - 7 Separation of Variable ........................................................ 305-337 UNIT - V
CHAPTER - 8 Vector Calculus ................................................................... 341-390 CHAPTER - 9 Vector Integral Calculus .................................................... 391-431 Practice Problems ...................................................................................... 433-454
