- Number Of Pages 1216
- Publisher Brooks/Cole
- Copyright 2006
- Edition International Ed Edition
Part I - Ordinary Differential Equations Chapter 1 - First Order
Differential Equations Chapter 2 - Linear Second Order Differential
Equations Chapter 3 - The Laplace Transform Chapter 4 - Series Solutions
Chapter 5 - Numerical Approximation of Solutions Part II - Vectors and
Linear Algebra Chapter 6 - Vectors and Vector Spaces Chapter 7 -
Matrices and Systems of Linear Equations Chapter 8 - Determinants
Chapter 9 - Eigenvalues, Diagonalization and Special Matrices Part III -
Systems of Differential Equations and Qualitative Methods Chapter 10 -
Systems of Linear Differential Equations Chapter 11 - Qualitative
Methods and Systems of Nonlinear Differential Equations Part IV - Vector
Analysis Chapter 12 - Vector Differential Calculus Chapter 13 - Vector
Integral Calculus Part V - Fourier Analysis, Orthogonal Expansions and
Wavelets Chapter 14 - Fourier Series Chapter 15 - The Fourier Integral
and Fourier Transforms Chapter 16 - Special Functions, Orthogonal
Expansions and Wavelets Part VI - Partial Differential Equations Chapter
17 - The Wave Equation Chapter 18 - The Heat Equation Chapter 19 - The
Potential Equation Part VII - Complex Analysis Chapter 20 - Geometry and
Arithmetic of Complex Numbers Chapter 21 - Complex Functions Chapter 22
- Complex Integration Chapter 23 - Series Representations of Functions
Chapter 24 - Singularities and the Residue Theorem Chapter 25 -
Conformal Mappings Part VIII - Probability and Statistics Chapter 26 -
Counting and Probability Chapter 27 - Statistics