850155 VU Signals and Systems 1

winter semester 2020/2021 | Last update: 23.08.2021 Place course on memo list
850155
VU Signals and Systems 1
VU 2
3
weekly
annually
German

Students are familiar with the fundamentals of digital signal processing. In particular they are familiar with the spectral properties of discrete time systems. They understand that sampling of continuous signals in the time domain does not necessarily lead to loss of information. They also possess basic knowlegde in stochastic signal processing.

LTI systems, convolution, transfer function; sampling theorem; discrete fourier transform (DFT), fast fourier transform (FFT); data windows; z-transform; digital FIR- and IIR filters; stochastic signals and processes, stationarity and ergodicity;  probability density functions, auto- and cross correlation functions, power spectral density.

Course examination according to § 7, statute section on "study-law regulations".

Will be discussed in the first lesson.

see dates
Group 0
Steixner V.
Date Time Location
Tue 2020-10-06
15.15 - 17.00 eLecture - online eLecture - online VO-Teil
Tue 2020-10-20
15.15 - 17.00 eLecture - online eLecture - online VO-Teil
Tue 2020-10-27
15.15 - 17.00 eLecture - online eLecture - online VO-Teil
Tue 2020-11-10
15.15 - 17.00 eLecture - online eLecture - online VO-Teil
Tue 2020-11-17
15.15 - 17.00 eLecture - online eLecture - online VO-Teil
Tue 2020-12-01
15.15 - 17.00 eLecture - online eLecture - online VO-Teil
Tue 2020-12-15
15.15 - 17.00 eLecture - online eLecture - online VO-Teil
Tue 2021-01-19
15.15 - 17.00 eLecture - online eLecture - online VO-Teil
Tue 2021-01-26
15.15 - 17.00 eLecture - online eLecture - online VO-Teil
Tue 2021-02-02
15.15 - 17.00 eLecture - online eLecture - online Prüfung
Tue 2021-09-28
10.00 - 12.00 HSB 4 HSB 4 Barrier-free Nachklausur
Group 1
Steixner V.
Date Time Location
Tue 2020-10-13
15.15 - 17.00 HSB 2 HSB 2 Barrier-free VO-Teil
Tue 2020-11-03
15.15 - 17.00 HSB 2 HSB 2 Barrier-free VO-Teil
Tue 2020-11-24
15.15 - 17.00 eLecture - online eLecture - online VO-Teil
Tue 2021-01-12
15.15 - 17.00 eLecture - online eLecture - online VO-Teil
Group 2
Griessner A.
Date Time Location
Tue 2020-10-13
13.15 - 15.00 HS 11 HS 11 Barrier-free UE-Teil
Tue 2020-11-03
13.15 - 15.00 HS 11 HS 11 Barrier-free UE-Teil
Tue 2020-11-24
13.15 - 15.00 HS 11 HS 11 Barrier-free UE-Teil
Tue 2020-12-15
13.15 - 15.00 HS 11 HS 11 Barrier-free UE-Teil
Group 3
Griessner A.
Date Time Location
Tue 2020-10-13
15.15 - 17.00 HS 11 HS 11 Barrier-free UE-Teil
Tue 2020-11-03
15.15 - 17.00 HS 11 HS 11 Barrier-free UE-Teil
Tue 2020-11-24
15.15 - 17.00 HS 11 HS 11 Barrier-free UE-Teil
Tue 2021-01-12
15.15 - 17.00 HS 11 HS 11 Barrier-free UE-Teil