Statistical Signal Processing

This course is given by
Course number
141222
Language
English
Credit Points
5
Hours per week
4
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Inhalt
The lecture ‘Statistical Signal Processing’ introduces stochastic signal models, and some important engineering applications of stochastic signals. First, the most important stochastic processes for signal models, such as white noise, Poisson processes or Markov chains, are discussed. In terms of applications, the lecture focuses on discrete-time optimal filtering methods. Here, the focus is on the Kalman filter, which is derived for the example of one-step prediction. Subsequently, selected methods for processing stochastic signals are discussed: In particular, these include parametric and nonparametric spectral estimation, maximum likelihood estimators, detectors, and adaptive filters (LMS, RLS).
Lectures
Room
ID 03/445
Lesson begins
10:15
Lesson ends
11:45
First lesson is on
Wednesday, 14.10.2026
Excercises
Room
ID 03/445
Excercise begins
08:15
Excercise ends
09:45
First excercise is on
Tuesday, 20.10.2026
Exam
Type of exam
Oral exam
Exam date
Individual Appointment
Duration of exam
30 min
Registration for the exam
FlexNow
Objectives
Requirements
Prior knowledge
Literature
- Kay, Steven M. “Fundamentals of Statistical Signal Processing, Volume I: Estimation Theory”, Prentice Hall, 1993
- Kay, Steven M. “Fundamentals of Statistical Signal Processing, Volume II: Detection Theory “, Prentice Hall, 1998
- Kay, Steven M. “Fundamentals of Statistical Signal Processing, Volume III: Practical Algorithm Development “, Prentice Hall, 2013
- Kay, Steven M. “Intuitive Probability and Random Processes using MATLAB”, Prentice Hall, 2005


