Master degree 90 credits (syllabi)

1st Year

Algebra IICompulsory (Fall Term)
Differential Geometry of Manifolds
Compulsory (Fall Term)
Partial Differential Equations I
Compulsory (Fall Term)
Functional Analysis II
Compulsory (Fall Term)
Complex Analysis II
Compulsory (Spring Term)
Banach Spaces Theory
Elective (Spring Term)
Partial Differential Equations II
Elective (Spring Term)
Geometry of Fiber BundlesElective (Spring Term)
Harmonic Analysis of OperatorsElective (Spring Term)
2nd Year
Riemann-Hilbert Problem and Nonlinear Equations
Elective (Fall Term)
Mathematical Topics in Kinetic Theory
Elective (Fall Term)
Topological Vector Spaces
Elective (Fall Term)
Lie Groups and Homogeneous Spaces
Elective (Fall Term)