Valid from: Spring 2016
Decided by: Professor Thomas Johansson
Date of establishment: 2016-11-02
Division: Electrical and Information Technology
Course type: Third-cycle course
Teaching language: English
Information theory studies the fundamental limits of information transmission and storage. The course is divided into two parts. The aim of Part I is to introduce the fundamental concepts of information theory, focusing on classical point-to-point transmission scenarios. This part is based on selected chapters of the book by Cover/Thomas, which has been widely used as graduate level entry into information theory. In Part II the perspective is extended to multi-user communication scenarios, following selected parts of the book by El Gamal/Kim, which provides an excellent overview of current state-of-art in the field. Using these two books makes the course both up-to-date and self-contained so that no prior background in information theory is required.
Knowledge and Understanding
For a passing grade the doctoral student must
Competences and Skills
For a passing grade the doctoral student must
Judgement and Approach
For a passing grade the doctoral student must
Part I: entropy, mutual information and their properties, typical sequences, data compression, source coding theorem, channel capacity, channel coding theorem, continuous random variables, differential entropy, Gaussian channels Part II: multiple access channels, broadcast channels, interference channels, channels with state: writing on dirty paper, distributed compression: Slepian-Wolf theorem, Gaussian vector channels, wireless fading channels, relay channels
Types of instruction: Lectures, exercises. The aim of the exercise classes is to discuss the home assignments. The doctoral students should present and discuss ways to solve the problems.
Examination formats: Oral exam, written assignments.
Attendance of at least 80% of the lectures and exercise lessons are a requirement to pass the course.
Grading scale: Failed, pass
Examiner:
Assumed prior knowledge: Solid skills in engineering mathematics, including probability theory, linear algebra and calculus.
Course Coordinator: Michael Lentmaier
Course coordinator: Michael Lentmaier <michael.lentmaier@eit.lth.se>