Mathematics for engineers: complex variable functions, Fourier transform, Laplace transform, Z transform. Basics in continuous-time signal processing: deterministic and random signals, time domain and frequency domain representations, linear and time-invariant filters, modulation, sampling. Basics in discrete-time signal processing: discrete Fourier transform, analysis and design of digital filters.
M1 = 100% written exam M2 = 50% labworks + 50% practical experiments final mark = 50%M1 + 50%M2
second session = written exam, replace M1 obtained in first session