Uni Hamburg

Summer term 2010


Course Type Hours/week Credits Lecturer
Algebraic Topology Lectures 4+2 12 ECTS Richter
Mathematical Cryptology Lectures 4+2 12 ECTS Rosenberger
Class Field Theory Lectures 2 4 ECTS Kleinert
A mathematical introduction to Conformal Field Theory Lectures 2 6 ECTS Runkel
Seminar on Lie algebra cohomology Seminar 2 6 ECTS Wockel
Seminar on Arithmetic Geometry and Number Theory Seminar 2 6 ECTS Kühn
Algebraic Geometry Lectures 4+2 12 ECTS Siebert
Complex Geometry Lectures 4+2 12 ECTS Böhning
Geometry of homogeneous spaces Lectures 4+3 12 ECTS Alekseevsky
Seminar on Differential Geometry Seminar 2 6 ECTS Alekseevsky
Supersymmetry, Geometry and String Theory Lectures 2+1 tba Louis
Probabilistic Methods Lectures 3+1 8 ECTS Schacht
Numerical Methods for Partial Differential Equations Lectures 4+2 12 ECTS Struckmeier
Modeling with (partial) Differential Equations Lectures 4+2 12 ECTS Gasser
An introduction to the theory of the degree of mappings Lectures 2+1 6 ECTS Ruan
Optimization and Data Assimilation with Flows Lectures 2+1 6 ECTS Hinze
Bifurcation Theory Lectures 2+1 6 ECTS Lauterbach
Seminar on Dynamical Models Seminar 2 6 ECTS Ortlieb
Advanced Stochastic Processes: Stochastic Networks Lectures 2+1 6 ECTS Daduna
Advanced Insurance and Financial Mathematics: Risk Theory Lectures 2+1 6 ECTS Drees
Selected Topics of Insurance and Financial Mathematics: Lectures 2+1 6 ECTS Drees
Financial Mathematics in continuous time
Selected Topics of Stochastic Processes: Lectures 3+1 8 ECTS Rohde
Stochastic Differential Equations
Seminar on Probability Theory and Mathematical Statistics Seminar 2 6 ECTS Rohde