Courses

Mandatory courses

ADVANCED METHODOLOGY IN MATHEMATICS (3 ECTS) (Annual)

FOURIER TRANSFORM: FROM PHYSICS TO NUMBER THEORY (6 ECTS) (Fall semester)

FINAL MASTER PROJECT (15 ECTS) (Annual)

Optional courses. Fall semester (6 ECTS each)

ALGEBRAIC TOPOLOGY

ALGEBRAIC VARIETIES

COMMUTATIVE ALGEBRA

COMPLEX ANALYSIS IN ONE AND SEVERAL VARIABLES

DIFFERENTIAL GEOMETRY AND TOPOLOGY

DISCRETE DYNAMICAL SYSTEMS

FUNCTIONAL ANALYSIS AND CALCULUS OF VARIATIONS

PARTIAL DIFFERENTIAL EQUATIONS

PROBABILITY THEORY

REPRESENTATION THEORY

Optional courses. Spring semester (6 ECTS each)

ADVANCED NUMBER THEORY

ADVANCED TOPICS IN ALGEBRAIC GEOMETRY

HARMONIC ANALYSIS AND GEOMETRIC MEASURE THEORY

QUALITATIVE THEORY OF ODE’S AND HAMILTONIAN SYSTEMS

RIEMANNIAN GEOMETRY

SIMULATION METHODS

STATISTICS

STOCHASTIC CALCULUS

Note: Subject to prior approval from the Coordinating Commission, it is possible to enrol in up to 18 credits in other master’s programs.