Inhalt
Master's programme Mathematics for Natural Sciences (discontinuing at 28/2/2026) (UK 066/402)
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| Overview |
ECTS Credits |
| Mandatory subjects | 33,00 | | ........ Mathematical methods in physics | 27,00 | | ................ VL Differential Geometry | 3,00 | | ................ VL Dynamical Systems and Chaos | 3,00 | | ................ VL Complex variables | 6,00 | | ................ VL Pseudodifferential Operators and Fourier Integral Operators | 3,00 | | ................ VL Spectral theory and distributions | 6,00 | | ................ VL Theoretical physics for mathematicians | 6,00 | | ........ Stochastic methods | 6,00 | | ................ VL Statistical Methods | 3,00 | | ................ VL Stochastic Differential Equations | 3,00 | | Electives | 36,00 | | ........ a. Analysis | 0,00-36,00 | | ................ UE Integral Equations and Boundary Value Problems | 1,50 | | ................ VL Integral equations and boundary value problems | 6,00 | | ................ SE Seminar for graduate and doctoral students | 3,00 | | ................ UE Dynamical Systems and Chaos | 1,50 | | ................ UE Fractals | 1,50 | | ................ VL Fractals | 3,00 | | ................ UE Complex variables | 3,00 | | ................ UE Classical harmonic analysis | 1,50 | | ................ VL Classical harmonic analysis | 3,00 | | ................ UE Pseudodifferential Operators and Fourier Integral Operators | 1,50 | | ................ SE Seminar Analysis | 3,00 | | ................ UE Singular Integrals and Potential Theory | 1,50 | | ................ VL Singular Integrals and Potential Theory | 3,00 | | ................ VL Special course Analysis (1,5 ECTS) | 1,50 | | ................ UE Special course analysis | 1,50 | | ................ VL Special course analysis | 3,00 | | ........ b. Numerical analysis | 0,00-12,00 | | ................ VL Numerical Methods in Continuum Mechanics | 3,00 | | ................ UE Numerical Methods in Continuum Mechanics | 1,50 | | ................ UE Numerical methods in continuum mechanics 2 | 1,50 | | ................ VL Numerical methods in continuum mechanics 2 | 3,00 | | ................ SE Numerical Analysis | 3,00 | | ........ c. Probability theory and mathematical statistics | 0,00-19,50 | | ................ VL Stochastic Processes | 3,00 | | ................ UE Markov Chains | 1,50 | | ................ VL Markov Chains | 3,00 | | ................ SE Probability Theory and Mathematical Statistics | 3,00 | | ................ UE Statistical Methods | 1,50 | | ................ UE Stochastic Differential Equations | 1,50 | | ................ UE Stochastic Processes | 1,50 | | ................ UE Stochastic Simulation | 1,50 | | ................ VL Stochastic Simulation | 3,00 | | ........ d. Mathematical methods in the natural sciences | 0,00-19,50 | | ................ SE Seminar for graduate and doctoral students | 3,00 | | ................ VL Theoretical physics for mathematicians | 6,00 | | ................ SE Seminar mathematical methods in the natural sciences | 3,00 | | ................ VL Special Topics mathematical methods in the natural sciences (1,5 ECTS) | 1,50 | | ................ UE Special Topics mathematical methods in the natural sciences | 1,50 | | ................ VL Special Topics mathematical methods in the natural sciences | 3,00 | | ................ UE Theoretical physics for mathematicians | 1,50 | | ........ e. Mathematical methods in engineering | 0,00-21,00 | | ................ VL Inverse problems | 3,00 | | ................ UE Mathematical Methods in Continuum Mechanics | 1,50 | | ................ VL Mathematical methods in continuum mechanics | 6,00 | | ................ UE Inverse problems | 1,50 | | ................ UE Mathematical methods in electrical engineering | 1,50 | | ................ VL Mathematical Methods in Electrodynamics | 3,00 | | ................ SE Mathematical Methods in Engineering | 3,00 | | ........ f. Mathematical methods in the economic sciences | 0,00-3,00 | | ................ SE Mathematical Methods in the Economic Sciences | 3,00 | | ........ g. Optimization | 0,00-7,50 | | ................ SE Optimization | 3,00 | | ................ UE Calculus of Variation | 1,50 | | ................ VL Calculus of Variation | 3,00 | | ........ h. Symbolic computation | 0,00-3,00 | | ................ SE Seminar symbolic computation | 3,00 | | ........ i. Logic and software design | 0,00-3,00 | | ................ SE Seminar logic and software design | 3,00 | | ........ j. Algebra and discrete mathematics | 0,00-10,50 | | ................ UE Algebra | 1,50 | | ................ VL Algebra | 6,00 | | ................ SE Seminar algebra and discrete mathematics | 3,00 | | ........ k. Functional analysis | 0,00-33,00 | | ................ SE Seminar for graduate and doctoral students | 3,00 | | ................ UE Distributions and locally convex spaces | 1,50 | | ................ VL Distributions and locally convex spaces | 3,00 | | ................ UE Ergodic theory | 1,50 | | ................ VL Ergodic theory | 3,00 | | ................ UE Operator theory | 1,50 | | ................ VL Operator theory | 3,00 | | ................ SE Seminar Functional analysis | 3,00 | | ................ UE Sobolev spaces | 1,50 | | ................ VL Sobolev spaces | 3,00 | | ................ UE Spectral theory and distributions | 3,00 | | ................ VL Special Topics Functional analysis (1,5 ECTS) | 1,50 | | ................ UE Special Topics Functional analysis | 1,50 | | ................ VL Special Topics Functional analysis | 3,00 | | ........ l. Geometry | 0,00-34,50 | | ................ SE Seminar for graduate and doctoral students | 3,00 | | ................ UE Computational Geometry | 1,50 | | ................ VL Computational Geometry | 3,00 | | ................ UE Computer-aided geometric design | 1,50 | | ................ VL Computer-aided geometric design | 3,00 | | ................ UE Differential Geometry | 1,50 | | ................ UE Introduction to topology | 1,50 | | ................ VL Introduction to topology | 3,00 | | ................ UE Advanced differential geometry | 1,50 | | ................ VL Advanced differential geometry | 3,00 | | ................ UE Advanced topolopy | 1,50 | | ................ VL Advanced topolopy | 3,00 | | ................ SE Geometry | 3,00 | | ................ UE Splines | 1,50 | | ................ VL Splines | 3,00 | | ........ m. Knowledge-based Mathematical Systems | 0,00-3,00 | | ................ SE Seminar Knowledge-based Mathematical Systems | 3,00 | | ........ n. Number theory | 0,00-7,50 | | ................ SE Seminar Number theory | 3,00 | | ................ UE Number-theoretic Methods in Numerical Analysis | 1,50 | | ................ VL Number-theoretic Methods in Numerical Analysis | 3,00 | | ........ o. Gender Studies | 0,00-6,00 | | ................ VL Ethics and Gender Studies | 3,00 | | ................ KV Gender Studies Managing Equality TN | 3,00 | | Free electives | 10,50 | |
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