How To Apply


Introductory Complex Function
Introductory Fourier Analysis

Course webpages
Fourier Analysis

Dr Das, Dr Salak

2nd year in Department of Physics


The introductory course on Fourier analysis covers the basics of Fourier series (Dirichlet conditions, Fourier coefficients, Parseval’s theorem), Fourier transform and its properties, convolution, Dirac delta function, and Laplace transform.

Complex analysis: Complex numbers, Complex differentiation, Cauchy’s Integral Theorem, Laurent Expansion, Residue Theorem, Calculus of Residues, Cauchy Principal Value, Mittag-Leffler’s Expansion Theorem, Integral Applications.