25.2. Diploma Programme

First stage

2.1. Compulsory courses

• 250333 VO Complex Analysis
• 250334 UE Introductory Seminar to Complex Analysis
• 250384 VO [ en ] Ordinary differential equations 1
• 250385 UE Introductory seminar to ordinary differential equations 1
• 250323 VO Number theory
• 250324 UE Tutorials to number theory
• 250315 VO Linear algebra and geometry 1
• 250317 UE Tutorials to linear algebra and geometry 1
• 250353 VO Analysis
• 250355 UE Tutorials to Analysis

2.2 Elective Courses

• 250425 VO Introduction into mathematical methodology
• 250316 UE Repetition course to linear algebra and geometry 1
• 250354 UE Repetition to Analysis

2.3. Evening courses

• 250350 VO Analysis 3
• 250351 UE Introductory seminar to analysis 3
• 250337 VO Introduction to linear algebra and geometry
• 250338 UE Tutorials "Introduction to linear algebra and geometry"
• 250344 VO Introduction to Analysis
• 250345 UE Tutorials "Introduction to analysis"

Second Stage

2.4. Lecture Courses, Tutorials, and Conversatoriums

• 250401 VO Numerical mathematics and modelling 1
• 250402 UE Introductory seminar to Numerical mathematics and modelling 1
• 250357 VO Probability theory
• 250358 UE Introductory seminar to Probability theory
• 250413 VO Algebra 2
• 250415 PS Introductory seminar to Algebra 2
• 250364 VO Differential geometry 1
• 250365 PS Introductory seminar to differential geometry 1
• 250388 VO Group theory
• 250389 PS Introductory seminar to Group theory
• 250314 VO Combinatoric
• 250326 PS Introductory seminar to combinatoric
• 250395 VO Algebraic geometry
• 250396 PS Introductory seminar to Algebraic geometry
• 250335 VO Analytic number theory
• 250380 VO Cryptology
• 250307 VO Lie algebras and representation theory
• 250309 VO Graph theory
• 250367 VO Selected topics in algebra
• 250414 VO Selected topics in number theory
• 250381 VO Functional analysis 2
• 250382 PS Introductory seminar to Functional analysis 2
• 250445 VO Partial differential equations 2
• 250446 PS Introductory Seminar to Partial differential equations 2
• 250362 VO Nonlinear functional analysis
• 250422 VO [ en ] Topics in Spectral Theory
• 250349 VO Selected topics in harmonic analysis
• 250407 VO Selected topics in complex analysis
• 250369 VO Applied analysis
• 250447 PS Introductory Seminar to applied analysis
• 250398 VO Numeric linear algebra
• 250374 VO Mathematical methods of CAD
• 250405 VO Numeric methods of the data analysis
• 250373 VO Real algebraic geometry and polynomial optimization 2
• 250403 VO Selected topics in optimization
• 250339 VO Mathematical population genetics
• 250340 PS Introductory seminar to mathematical population genetics
• 250417 VO Introduction in Game Theory
• 250390 VO Selected topics in bio mathematics
• 250371 VO Symplectic geometry
• 250310 VO Algebraic topology 2
• 250379 VO Geometry
• 250434 VO Introduction to Mathematical Logic
• 250436 PS Proseminar to Introduction to Mathematical Logic
• 250435 VO Applications of Mathematical Logic
• 250363 VO Category theory
• 250438 VO Axiomatic Set Theory 2
• 250441 VO Modal Logic
• 250442 VO Selected Topics im Mathematical Logic
• 250411 VO Ergodic theory
• 250327 VO Mathematics of finance
• 250318 VO Selected topics in probability theory
• 250449 VO Elimination Procedure in discrete Optimization

2.5. Mathematical Colloquium and Seminars

• 250410 KO Mathematical colloquium
• 250336 SE Seminar (the art of problem solving)
• 250352 SE Seminar (Algebra): Tensors in Mathematics and Physics
• 250400 SE Project Seminar (Algebra)
• 250409 PJ+SE Project seminar (Algebra)
• 250416 PJ+SE Project seminar (Number theory)
• 250387 SE Seminar (algebraic geometry)
• 250325 SE Seminar (commutative algebra and geometry)
• 250397 SE Seminar (Discrete mathematics)
• 250383 SE IK-Seminar (Analysis)
• 250366 SE Seminar (Analysis) generalized functions
• 250356 SE Seminar (Complex Analysis)
• 250372 SE Seminar on partial differential equations in biology
• 250386 SE Seminar (Scientific working)
• 250424 SE Seminar (Nonstandard Methods in Stochastic Analysis)
• 250408 PJ+SE Project seminar (Analysis)
• 250359 PJ+SE [ en ] Project seminar (Differential equations)
• 250404 SE Seminar (Applied mathematics)
• 250376 SE Seminar (Optimization)
• 250370 PJ+SE Project seminar (applied mathematics)
• 250375 PJ+SE Project seminar (Applied mathematics and Optimization)
• 250399 PR Seminar numeric
• 250406 SE Privatissimum (Applied mathematics)
• 250342 SE Seminar (Mathematical population genetics)
• 250391 PJ+SE Project seminar (bio mathematics)
• 250343 SE Seminar Biomathematics
• 250347 SE IK-Seminar (Differential geometry)
• 250311 SE Seminar (differential geometry)
• 250348 PJ+SE IK-Project seminar (lie groups)
• 250443 SE Project Seminar in Mathematical Logic
• 250444 SE Research Seminar: Mathematical Logic
• 250412 SE Seminar (Dynamical Systems)
• 250450 SE [ en ] WK Seminar Differential Equations
• 250451 SE Project Seminar (Algebra)

2.6. Elective Courses (2nd stage)