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In the following list, you will find the courses that will be taught in the summer semester 2011.
The Basic Course Schedule is available for downloaded HERE.
1. Differential geometry, global analysis, and topology
- Analysis and geometry on manifolds - Differentialgeometrie II: Theodora Bourni, FU
lectures: TUE 10-12, Arnimallee 3, room: R 005
THU 10-12, Arnimallee 3, room: R 005
tutorials: TBA
2. Algebra and number theory, algebraic and arithmetic geometry
- Algebraic geometry - Algebra II: Klaus Altmann, FU
lectures: TUE 10-14, Arnimallee 3, room: R 119
tutorials: THU 14-16, Arnimallee 6, room: SR 007/008
3. Probability theory and financial mathematics
- Stochastic processes II: Continuous time: Jean-Dominique Deuschel, TU
lectures: MON 10-12, MA 749
MON 14-16, MA 749
tutorials: TBA
4. Discrete mathematics and discrete geometry
- Combinatorics: Stefan Felsner, TU Berlin
Institute of Mathematics, TU Berlin
lectures: MON 8-10, MA 550
MON 12-14, MA 551
tutorials: WED 14-16, E-N 189
5. Linear, nonlinear, and combinatorial optimization
- Nonlinear optimization: Michael Hintermüller, HU
lectures: THU 9-11, Rudower Chaussee 25, room: 1.013
THU 13-15, Rudower Chaussee 25, room: 1.013
tutorials: WED 13-15, Rudower Chaussee 25, room: 3.007
6. Numerical analysis, scientific computing, and visualization
- Numerical methods for PDEs: Rupert Klein, FU
lectures: THU 10-12, Arnimallee 6, room: SR 025/026
THU 14-16, Arnimallee 6, room: SR 025/026
tutorials: FRI 12-14, Arnimallee 6, room: SR 025/026
7. Applied analysis, mathematical physics, and dynamical systems
- Partial Differential Equations: Alexander Mielke, HU
lectures: THU 11-13, Rudower Chaussee 25, room: 1.013
THU 15-17, Rudower Chaussee 25, room: 1.013
tutorials: WED 11-13, Rudower Chaussee 25, room: 3.007
* Additional courses:
- Complex Analysis: Alexander I. Bobenko, TU
lectures: MON 14-16, MA 549
WED 10-12, MA 549
tutorials: WED 12-14, MA 851 OR THU 12-1, MA 545
The BMS Basic Courses take place at all three universities which do their best to coordinate the schedules according to the scheme below.
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