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 for questions and/or feedback regarding this book.