Inside:
Applied Mathematics for Engineers, Fourth Edition

Applied Mathematics for Engineers, Fourth Edition

Author: Ramin Esfandiari

Structure of the Book

The manuscript is essentially divided into six major parts, schematically shown below.

Ordinary Differential Equations(ODE's)

Chapter 1 First-Order ODE's
Chapter 2 Second and Higher-Order ODE's
Chapter 3 Series Solutions of ODE's
Chapter 4 Laplace Transformation

Complex Analysis and Conformal Mapping

Chapter 7 Complex Numbers, Variables, and Functions
Chapter 8 Complex Integrals
Chapter 9 Complex Series
Chapter 10 Laurent Series and Residue Theory
Chapter 11 Conformal Mapping

Probability and Statistics

Chapter 18 Probability and Statistics

Fourier Analysis and Partial Differential Equations (PDE's)

Chapter 5 Fourier Analysis
Chapter 6 Partial Differential Equations

Matrix Analysis

Chapter 12 Linear Algebra; Linear Systems of Equations
Chapter 13 Matrix Eigenvalue Problem

Numerical Methods

Chapter 14 Fundamentals of Numerical Methods
Chapter 15 Numerical Methods for ODE's
Chapter 16 Numerical Methods for PDE's
Chapter 17 Numerical Methods in Linear Algebra

Communication and Feedback

Please contact the author at Ramin.Esfandiari@csulb.edu for questions and/or feedback regarding this book.