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Course programme

In the Course List column, you will find the list of courses offered by the Mathematical Institute in the respective semester.
Towards the end of the lecture period of the previous semester, the Annotated Course Catalogue ("Kommentare") appears, which contains information on the content, prerequisites and usability of the courses.
At the beginning of the lecture period of the semester, it is expanded to include the supplements of the module handbooks, in which the requirements for coursework and examinations are specified.
Course List
Course Catalogue
(with supplements of the Module Handbooks)
Winter term 2026/2027
Summer term 2026
Winter term 2025/2026
Summer term 2025
Winter term 2024/2025

course language type and hours/week work load semester typical academic year
Courses offered every semester:
3 bis 4 introductory student seminars (varying topics) German 2 hrs. seminar 3 ECTS 2nd year
approx. 5-7 student seminars (varying topics) Ger/Engl 2 hrs. seminar 6 ECTS 3rd B.Sc. / 1st & 2nd M.Sc.
  • usually at least one seminar in the following specialisation areas: Algebra and Number Theory, Analysis, Geometry and Topology, Numerical Methods and Applied Analysis, and Stochastics
  • Logic-Seminars are offered on a more irregular basis
  • in addition, usually the seminar 'Medical Data Science'
Einführung in die Fachdidkatik der Mathematik German 4 hrs. 5 ECTS 2nd/3rd year B.Ed.
Didaktik der Funktionen und der Analysis German 3 hrs. seminar 3 ECTS M.Ed.
Didaktik der Stochastik und der Algebra German 3 hrs. seminar 3 ECTS M.Ed.
Fachdidaktikseminar (wechselnde Themen) German 3 hrs. seminar 3 ECTS M.Ed.
Courses offered every year:
Lineare Algebra I German 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS winter 1st year
Lineare Algebra II German 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS summer 1st year
Analysis I German 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS winter 1st year
Analysis II German 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS summer 1st year
Analysis III German 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS winter 1st year
Einführung in die Programmierung
für Studierende der Naturwissenschaften
German 2 hrs. lecture + 2 hrs. exercise tutorials 6 ECTS summer 1st year
Numerik I German 2 hrs. lecture + 1 hrs. exercise tutorials 4,5 ECTS winter 2nd year
Numerik II German 2 hrs. lecture + 1 hrs. exercise tutorials 4,5 ECTS summer 2nd year
Praktische Übung Numerik German 2 hrs. exercise tutorials 3 ECTS annual course 2nd year
Stochastik I German 2 hrs. lecture + 1 hrs. exercise tutorials 4,5 ECTS winter 2nd year
Stochastik II German 2 hrs. lecture + 1 hrs. exercise tutorials 4,5 ECTS summer 2nd year
Algebra und Zahlentheorie German 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS winter 3rd year Bachelor / 1st Master
Elementargeoertrie German 2 hrs. lecture + 2 hrs. exercise tutorials 6 ECTS summer 3. Studienjahr
Erweiterung der Analysis German 2 hrs. lecture + 2 hrs. exercise tutorials 5 ECTS winter 1. Studienjahr M.Ed.
Courses usually offered every year (i.e. there may be exceptions in some years):
Commutative Algebra English 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS summer 3rd year Bachelor / 1st Master
Differential Geometry English 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS winter 3rd year Bachelor / 1st Master
Functional Analysis English 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS summer 3rd year Bachelor / 1st Master
Funktionentheorie German 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS winter 3rd year Bachelor / 1st Master
Futures and Options English 2 hrs. lecture + 2 hrs. exercise tutorials 6 ECTS winter 3rd year Bachelor / 1st Master
Introduction to Theory and Numerics
of Partial Differential Equations
English 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS winter 3rd year Bachelor / 1st Master
Mathematical Statistic English 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS winter 1st/2nd Master
Mathematische Logik German 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS summer 3rd year Bachelor / 1st Master
Numerical Optimal Control English 2 hrs. lecture + 2 hrs. exercise tutorials 6 ECTS winter 3rd year Bachelor / 1st Master
Numerical Optimization English 2 hrs. lecture + 2 hrs. exercise tutorials 6 ECTS summer 3rd year Bachelor / 1st Master
Probabilitic Machine Lerning English 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS winter 3rd year Bachelor / 1st Master
Probability Theory English 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS summer 3rd year Bachelor / 1st Master
Probability Theory II English 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS winter 1st/2nd Master
Probability Theory III English 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS summer 1st/2nd Master
Python for Data Analysis English 2 hrs. exercise tutorials 3 ECTS winter ab 2. Studienjahr
Courses usually offered at least every second year:
Algebraic Number Theory English 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS winter 1st Master
Kurven und Flächen German 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS summer 3rd year Bachelor / 1st Master
Model Theory English 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS winter 3rd year Bachelor / 1st Master
Set Theory English 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS winter 3rd year Bachelor / 1st Master
Topologie German 4 hrs. lecture + 2 hrs. exercise tutorials 9 ECTS summer 3rd year Bachelor / 1st Master
Courses offered on an irregular basis:
2- and 4-hr lectures in the key areas: algebra and number theory, analysis, geometry and topology, mathematical logic, numerical methods and applied analysis, and stochastics.

Sommersemester 2024(Kommentare)Ergänzungen der Modulhandbücher
Wintersemester 2023/24(Kommentare)Ergänzungen der Modulhandbücher
Sommersemester 2023(Kommentare)Ergänzungen der Modulhandbücher
Wintersemester 2022/23(Kommentare)Ergänzungen der Modulhandbücher
Sommersemester 2022(Kommentare)Ergänzungen der Modulhandbücher
Wintersemester 2021/22(Kommentare)Ergänzungen der Modulhandbücher
Sommersemester 2021(Kommentare)Ergänzungen der Modulhandbücher
Wintersemester 2020/21(Kommentare)Ergänzungen der Modulhandbücher
Sommersemester 2020(Kommentare)Ergänzungen der Modulhandbücher
Wintersemester 2019/20(Kommentare)Ergänzungen der Modulhandbücher
Sommersemester 2019(Kommentare)Ergänzungen der Modulhandbücher
Wintersemester 2018/19(Kommentare)Ergänzungen der Modulhandbücher
Sommersemester 2018(Kommentare)
Wintersemester 2017/18(Kommentare)
Sommersemester 2017(Kommentare)
Wintersemester 2016/17(Kommentare)
Sommersemester 2016(Kommentare)
Wintersemester 2015/16(Kommentare)
Sommersemester 2015(Kommentare)
Wintersemester 2014/15(Kommentare)
Sommersemester 2014(Kommentare)
Wintersemester 2013/14(Kommentare)
Sommersemester 2013(Kommentare)
Wintersemester 2012/13(Kommentare)
Sommersemester 2012(Kommentare)
Wintersemester 2011/12(Kommentare)
Sommersemester 2011(Kommentare)
Wintersemester 2010/11(Kommentare)
Sommersemester 2010(Kommentare)
Wintersemester 2009/10(Kommentare)
Sommersemester 2009(Kommentare)
Wintersemester 2008/09(Kommentare)
Sommersemester 2008(Kommentare)
Wintersemester 2007/08(Kommentare)
Sommersemester 2007(Kommentare)
Wintersemester 2006/07(Kommentare)