Dr. Dragan Jakimovski, Professor
Course content:
Heat equation and Fourier series
Taylor decomposition and harmonic functions
Differentiability and continuity of functions
Application – waves, diffusion, diffraction, analysis of sound and other signals...
Convolution of functions, orthogonality and linearity
Laplace transform
Discrete and Fast Fourier Transform (FFT)
Software implementation of Fourier analysis (python, R)
Fourier analysis of images