Department of Electronic Engineering
E-Learning Platform

ENG 302 Course Outline

1. Complex derivatives and analytic functions
2. Bilinear transformations, conformal mapping
3. Contour integration, Cauchy’s integral theory, residue theorem
4. Bessel’s Equation and Fourier series
5. Simultaneous Differential Equations with constant and variable coefficients
6. Classification of second order partial differential equations
7. Laplace, wave and diffusion equations
8. Initial and boundary value problems
9. Solutions of equation by iteration, Newton-Raphson method
10. Numerical differentiation and integration, Simpson’s rule
11. Statistical Analysis: Regression and Correlation