1. Differential geometry, global analysis, and topology

- Analysis and  geometry on manifolds  - Differentialgeometrie II: Theodora Bourni, FU

2. Algebra and number theory, algebraic and arithmetic geometry
- Algebraic geometry  - Algebra II: Klaus Altmann, FU

3. Probability theory and financial mathematics
- Stochastic processes II: Continuous time: Jean-Dominique Deuschel, TU

4. Discrete mathematics and discrete geometry

- Combinatorics: Stefan Felsner, TU Berlin

5. Linear, nonlinear, and combinatorial optimization

- Nonlinear optimization: Michael Hintermüller, HU

6. Numerical analysis, scientific computing, and visualization

- Numerical methods for PDEs: Rupert Klein, FU

7. Applied analysis, mathematical physics, and dynamical systems
- Partial Differential Equations: Alexander Mielke, HU  

* Additional courses
:
- Complex Analysis: Alexander I. Bobenko, TU