The main subjects are listed here. For more detailed information, please refer to the Information Portal: Teaching and the subject-related study regulations. Furthermore, an individual study plan must be prepared.

• Mathematics complexes (one module from each complex, further modules from exactly one complex according to specialisation):
  • Optimisation, e.g:
    • Approximation algorithms
    • Traffic optimisation
    • Mixed-integer programming
    • Mixed-integer modelling
    • Vector optimisation
    • Infinite-dimensional optimisation
    • Optimisation III (methods of non-linear constrained optimisation)
    • Continuous optimisation and control
  • Stochastics, e.g:
    • Stochastic processes
    • Stochastic analysis
    • Measure and integration theory
    • Actuarial mathematics II (risk theory)
    • Financial Mathematics II
    • Mathematical Data Science
  • Numerics, e.g:
    • Scientific Computing
    • Introduction to Numerical Linear Algebra
  • Analysis/algebra/combinatorics, e.g:
    • Analysis and partial differential equations
    • Cryptography
    • Functional Analysis
    • Graph theory
    • Algorithmic graph theory
    • Algebraic computational models
    • Algebra: Structures and Algorithms
    • Coding Theory
    • Differential Geometry

• Seminar Mathematics Basics/Seminar Mathematics Specialisation/Master's Seminar

• Application subject:
  • for Business Maths:
    • Business Administration
    • Economics
    • Law
  • for Mathematics with a scientific or technical application subject:
    • Physics
    • Computer Science
    • Engineering modules

• General Studies

• Master Thesis