Signals and Systems
|Class Hours - Lab Hours||4 - 0|
|Lecturers||Petros Maragos (Faculty), Alexandros Potamianos (Faculty), Ioanna Roussaki (Faculty), ΠΔ 407|
Introduction to the main concepts of continuous- and discrete-time signals and systems. Signal convolution and correlation. Sampling of sinusoidal signals. Signal quantization. Introduction to random signals, correlation and quantization. Continuous-time Fourier transform. Sampling theorem. Discrete-time Fourier Transform. Analysis of linear time-invariant(LTI) systems in the time and frequency domain. Relationship between LTI systems and linear differential and difference equations in the continuous- and discrete-time, respectively. Use of the Laplace transform for the analysis of continuous-time systems. Use of the Z-transform for the analysis of discrete-time systems. Frequency response and transfer function of LTI systems. Stability of LTI systems. Introduction to the discrete Fourier transform. Applications of signals and systems.