Fundamentals of Digital Wireless Network and Communications

Attention [COVID Requirements for participation: "3G" rule]


The lecture Fundamentals of Digital Wireless Communications held by Prof. Dr.-Ing. Slawomir Stanczak will start this semester on Monday,  October, 18th 2021. The course takes as prsence lecture every Monday from 2pm to 4pm (c.t.) in the HFT-TA building room 131 . The last lecture will be on February,14th 2022.

A password for enrollment has been set for this course. Please request this by e-mail (sekretariat@netit.tu-berlin.de) with the following information:
  • Study program
  • Matriculation number
  • Desired participation (online or in presence)

Fundamentals of Digital Wireless Communications is part of the module Modern Wireless Communications (Module No. 40828).
In order to complete the whole module with 6 Credit Points, the lecture Selected Topics in Wireless Communications and Networking has to be taken additionally in the summer semester (held by Dr.-Ing. Zoran Utkovski).

After completing both lectures you will be tested in one oral exam. Please ask for an examination date at sekretariat@netit.tu-berlin.de.
The registration for the module will be executed at the Examination Office (Prüfungsamt). You will receive a yellow sheet --> bring it to the exam (without sheet, no exam!)

Information for exchange students: it is possible to be examined only in one lecture of the module with 3 Credit Points. You do not need to register at the Examination Office, simply ask for an examination date at sekretariat@netit.tu-berlin.de. After passing the exam you receive a certificate for the International Office.


Recommended literature:
D. J. C. MacKay, Information Theory, Inference and Learning Algorithms, Cambridge University Press, 2003
D. Tse, Fundamentals of Wireless Communication, June 2005, Cambridge University Press
David G. Luenberger, Optimization by Vector Space Methods, Wiley, 1998
J. G. Proakis, Digital Communications, 4. Edition, Aug. 2000, McGraw-Hill
Roger A. Horn and Charles R. Johnson, Matrix Analysis, Cambridge University Press, 2012
S. Boyd and L. Vandenberghe, Convex Optimization, Cambridge University Press, 2004