Experience lectures
As part of the study orientation, there is the possibility for individuals to attend a lecture.
Key facts at a glance:
Target group: Prospective students (bachelor), high school students
Location: presence and lecture recordings
Time: during the lecture period (not at the beginning of the semester)
Language: German or English
Registration: as single person not required, from 3 persons please pre-register!
Experience lectures in the winter semester
All students are busy studying and writing exams at the moment. Therefore there are no lectures taking place on site.
The course catalog for the winter semester 2024/2025 is expected to be published here at the end of October.
In the meantime feel free to take a look at our recorded lectures which you find below.
As an alternative to visiting lectures on campus, you can also watch lecture recordings from various departments:
Lectures online
Grundlagen der Humanernährung: Überblick über die Kohlenhydrate, PD Dr. Jürgen Stolz (Lecture from the Bachelor Life Sciences Nutritional Science, 1st Semester) (German)
The following introductory lectures give an insight into the study of Computer Science. At the beginning the lectures are still very general and will eventually become a little more specific in the course of the semester and thus more typical for Computer Science lectures:
- Einführung in die Informatik l(German)
- Einführung in Funktionale Programmierung (2. Semester) (German)
- Einführung in die Theoretische Informatik , (example for the mathematical/theoretical part of Computer Science studies) (German)
- Einführung in Informatik für Games Engineering (German)
Urban green infrastructure – the city as an ecosystem, Prof. Pauleit (English)
Vorlesungsreihe “Sterne und Kosmos”, Prof. Dr. Ulrich Walter (German)
- Maschinenelemente II, Prof. Dr. Karsten Stahl
- Evolventenverzahnungen (German)
Lineare Algebra I (Lehramt Gymnasium), Prof. Dr. Jürgen Richter-Gebert
- Vorlesung 1: Einleitung (German)
- Vorlesung 2: Beispiele (German)
- Vorlesung 3: Zahlen, Mengen, Notationen (German)
- Vorlesung 4: Algebraische Grundstrukturen (1) (German)
- Vorlesung 5: Algebraische Grundstrukturen (2) (German)