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 ~~NOTOC~~
-====== Your Course  ======
+====== SIGNALS AND SYSTEMS  ======
 ===== Description  =====
+The study of computer vision, graphics and robotics requires background in the concept of discrete signals, filtering, and elementary linear systems theory. Discrete signals are obtained by sampling continuous signals. Starting with a continuous time signal, students will review the concept of a discrete signal, the conditions under which a continuous signal is completely represented by its discrete version, and discuss the analysis and design of linear time-invariant systems. In particular, frequency selective filters in both discrete and continuous time domain will be developed. An accompanying lab will cover applications of the concepts covered in the lectures to practical problems such as speech and image processing.
-The course lays the conceptual foundation of object-oriented programming. It covers delegation and contracts, encapsulation and API programming, aggregation and the collections framework, inheritance and polymorphism, all from the client's perspective.
+The following topics will be covered:
+  - Continuous and discrete time signals.
+  - Linear time-invariant systems.
+  - Fourier analysis in continuous time.
+  - Fourier analysis in discrete time.
+  - Sampling: Conversion of CT signals to DT signals.
+  - Laplace transform for CT signals
+  - Z transform for DT signals.
+  - Linear feedback systems.
+  - Design of continuous and discrete time frequency selective filters.
+There are three supervised lab hours per week.
+===== Textbook  =====
+M. Mandal and A. Asif, Continuous-time and Discrete-time Signals and Systems, Cambridge University Press, 2007, ISBN-13: 978-0-521-85455-9
+===== Lectures  =====
+Tuesdays and Thursdays, 13:00-14:30, SLH C
+===== Labs  =====
+  * Mondays: 14:30 - 17:30, CSE 3057
+  * Fridays: 13:30 - 16:30, CSE 3057
+The seating in the lab is restricted. Please attend your own lab section.
-===== Lecture Times =====
-  * Section A: Mondays and Fridays, 11:00am - 12:00pm, CSE 111