After successful completion of the course, students are able to: (1) know and understand fundamental digital modulation and detection techniques, especially regarding their properties, advantages, and limitations; (2) solve relevant problems.

1. Introduction:  Outline, basic facts, communication channels, historic perspective, related courses, literature

2. Pulse amplitude modulation (PAM) fundamentals:  Baseband PAM, passband PAM (including spread spectrum modulation and CDMA), transmit spectrum, spectral efficiency, symbol alphabet design, problems

3. Elementary passband PAM systems:  Channel, elementary receiver, equivalent discrete-time baseband system, intersymbol interference, Nyquist pulses, eye diagrams, symbol and bit error probability, matched filter, problems

4. Equalization:  Linear equalizer (zero-forcing design, mean-square-error design, adaptive equalizer, fractionally spaced equalizer), decision-feedback equalizer, problems

5. Optimum sequence detectors:  MAP and ML sequence detectors, probability of a sequence error, signal design, incoherent ML sequence detector, problems

6. ML sequence detectors for passband PAM:  Spectral factorization, whitened matched filter, trellis diagram, Viterbi algorithm, problems

7. Multipulse modulation and detection techniques:  Orthogonal multipulse modulation (transmit spectrum, spectral efficiency, FSK, MSK, ML sequence detector, matched filterbank, generalized Nyquist criterion, error probability, incoherent ML sequence detector), orthogonal multipulse PAM (transmit spectrum, spectral efficiency, ML sequence detector, multicarrier modulation, DMT, OFDM), problems

8. Channel capacity:  Basic example, capacity of the AWGN channel, the promise of channel capacity, basic facts of channel coding (threshold SNR, coding gain, bandwidth expansion), problems

9. Block-based coded transmission:  HISO channel, Gaussian memoryless channel, HIHO channel, discrete memoryless channel, binary symmetric channel, optimum soft-input and hard-input block decoding (MAP, ML), optimum block decoding for the Gaussian memoryless channel and the discrete memoryless channel, problems

The prof (Hlawatsch) verbally presents the class material, discusses the material with his students, and answers the students' questions. For this, he uses a blackboard, on which he writes certain characters and draws simple figures with of a piece of chalk (also using different colors if helpful). He also uses a tablecloth to erase the board every now and then. Finally, he uses an overhead projector to project more complicated figures and tables on a screen. The prof's presentation is supported by detailed lecture notes. In the exercise section, students present and explain relevant exercise problems to the audience; in addition, they have to hand in their own solutions of "compulsory problems" to the teaching assistant before the respective exercise unit. Students are required to personally participate in the exercise units.

First class: Thursday, March 5, 2020 at 11:00 a.m.

Exam consists of written and oral parts.

Previous exam problems are available (please check with the assistant directing the exercises)

Registration for the Exercises is required --> during the first exercise unit. Personal attendance during the exercise units is required.

Lecture notes for this course are available at Grafisches Zentrum der TU Wien, Wiedner Hauptstraße 8-10, 1040 Vienna. For complementary literature see the lecture notes.

A sound knowledge of signals and systems, random variables, and random processes is an absolute prerequisite