1. Differential geometry, global analysis, and topology
- Differential geometry (Surface Theory) - Differentialgeometrie I: A. Bobenko, TU
- Analysis and  geometry on manifolds  - Differentialgeometrie II: K. Polthier, FU

3. Probability theory and financial mathematics
- Stochastic processes II: Continuous time: P. Imkeller, HU

4. Discrete mathematics and discrete geometry
- Combinatorics: T. Szabo , FU

5. Linear, nonlinear, and combinatorial optimization
- Nonlinear optimization: A. Schiela, FU

6. Numerical analysis, scientific computing, and visualization
- Numerical methods for PDEs: C. Schütte , FU

7. Applied analysis, mathematical physics, and dynamical systems
- Partial Differential Equations: J. Sprekels, HU  
- Dynamical Systems: B. Fiedler, FU  

* Additional courses:
- Complex Analysis: D. Ferus, TU 
- Functional Analysis: K. Ammar , TU