Department of Mathematics

Courses in Summer Semester 2021

Due to the currently expected situation in connection with the spread of the COVID-19/corona virus, the summer semester 2021 will have to take place largely as a digital semester.

However, in addition to purely online teaching, we are planning to offer face-to-face courses for first-year students, as far as this is possible in terms of room capacity and justifiable in terms of health protection. The main aim is to encourage students to get to know each other and to form study groups at the beginning of their studies.

For this reason, we have planned some of the small group exercise classes for students of the first two semesters (Fundamentals of Mathematics) with a presence option.

On the current page we present the course offerings of the Department of Mathematics for the summer semester 2021 with links to the respective courses in the handbook of modules (MHB) and continuously updated information (in particular: links to the courses in the online teaching platform OLAT - as soon as they are available).


The lecture period begins on 19.04.2021 and ends on 24.07.2021.

For participation in face-to-face events on the TUK campus, it is mandatory to create in advance a QR code with your own contact details on the website

This QR code must be brought along to the event. It will be scanned by the organisers so that the contact tracking required in times of the corona pandemic is possible (if needed).

Courses for Undergraduate Students and Students of Teacher Training Programmes


Grundlagen der Mathematik I: Analysis (MHB: MAT-10-11A-K-2)

Grundlagen der Mathematik I: Lineare Algebra (MHB: MAT-10-11B-K-2)

Grundlagen der Mathematik II (MHB: MAT-10-12-K-2)

Pure Mathematics:

Algebraische Strukturen (MHB: MAT-12-11-K-2)

Einführung: Gewöhnliche Differentialgleichungen (MHB: MAT-12-25-K-3)

Einführung: Topologie (MHB: MAT-12-26-K-3)

Elementare Zahlentheorie (MHB: MAT-12-21-K-3)

Maß- und Integrationstheorie (MHB: MAT-12-28-K-3)

Vektoranalysis (MHB: MAT-12-27-K-3)

Applied Mathematics / Modelling:

Einführung in das Wissenschaftliche Programmieren (MHB: MAT-14-00-K-2)

Einführung in das Symbolische Rechnen (MHB: MAT-14-12-K-3)

Grundlagen der Finanzmathematik (MHB: MAT-60-15-K-4)

Lineare und Netzwerkoptimierung (MHB: MAT-14-13-K-3)

Mathematische Modellierung (MHB: MAT-14-01-K-3)

Specialisation Bachelor:

Character Theory of Finite Groups (MHB: MAT-40-25-K-4)

Cryptography (MHB: MAT-40-14-K-4)

Dynamical Systems (MHB: MAT-80-17-K-6)

Functional Analysis (MHB: MAT-70-11-K-4)

Introduction to Neural Networks (MHB: MAT-80-13A-K-4)

Introduction to Systems and Control Theory (MHB: MAT-80-12A-K-4)

Nonlinear Optimization (MHB: MAT-50-12-K-4)

p-adic Numbers (MHB: MAT-40-24-K-4)

Plane Algebraic Curves (MHB: MAT-40-28-K-4)

Regression and Time Series Analysis (MHB: MAT-60-12-K-4)

Special Courses for Students of Teachers Training Programmes:

Computereinsatz im Mathematikunterricht

Didaktik der elementaren Algebra und der Zahlbereichserweiterungen (MHB: MAT-20-11-K-3)

Didaktik der Linearen Algebra und der Analytischen Geometrie (MHB: MAT-20-22-K-5)

Einführung in die Didaktik der Mathematik (MHB: MAT-20-01-K-2)

Geometrie (für Studierende des Lehramts) (MHB: MAT-18-03-K-3)

Moderne Mathematik (MHB: MAT-22-01-K-6)

Proseminar Elementarmathematik vom höheren Standpunkt (MHB: MAT-20-02-K-3)


For Information on the courses in German language, please switch to the German version of this page.

Courses for Graduate Students (Master)

Here you can find information about advanced master's courses (lectures, seminars, reading courses).

Read more

Mathematikvorlesung an der TUK: Bild aus Hörsaal

Courses for Students of other Departments

Here you find information on courses for students of other departments (in German language).

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Information on courses offered by other departments

Information on the courses offered for the subsidiary subjects can be found on the respective information pages of the departments:


  • Biology (in German)
  • Chemistry (in German)
  • Electrical Engineering
  • Computer Science
  • Mechanical and process engineering (in German)
  • Physics
  • Economics (in German)

 (As soon as the pages are created, we will make the corresponding links available here).

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