Directorate of Studies 25 - Mathematics
25.1 Bachelor programme
1.1. Introductory and orientation phase (StEOP)
- 250020 VO STEOP: Introduction to mathematical methodology
- 250021 UE STEOP: Introduction to computer infrastructure
1.2. Compulsory courses for all students
- 250003 SE Bachelor seminar 1
- 250004 SE Bachelor seminar 2
- 250010 VO Discrete mathematics
- 250011 UE Tutorials on discrete mathematics
- 250012 VO Algebraic structures
- 250013 UE Tutorials on algebraic structures
- 250014 VO Introduction to analysis
- 250015 UE Tutorials "Introduction to analysis"
- 250016 VO Introduction to linear algebra and geometry
- 250017 UE Tutorials "Introduction to linear algebra and geometry"
- 250022 VO Advanced analysis and elementary differential geometry
- 250023 UE Tutorials on advanced analysis and differential geometry
- 250024 VO Linear algebra and geometry 2
- 250025 UE Tutorials for "Linear algebra and geometry 2"
- 250028 VO Mathematical modelling
- 250029 UE Tutorials on mathematical modelling
1.3. Alternative group of compulsory modules "Mathematische Berufsvorbereitung"
- 250005 VO Financial mathematics
- 250006 UE Tutorials on financial mathematics
- 250007 VU Applied optimization
- 250030 VO An overview on algebra
- 250031 VO An overview on differential equations
1.4. Alternative group of compulsory modules "Vorbereitung auf wissenschaftliche Arbeit"
- 250001 VO Algebra
- 250002 UE Tutorials on algebra
- 250008 VO Ordinary differential equations
- 250009 UE Tutorials on ordinary differential equations
- 250018 VO Functional analysis
- 250019 UE Tutorials on functional analysis
1.5. Mathematik im Kontext/Umfeld
- 250026 KO History of Mathematics and Logics
- 250027 SE [ en ] Seminar (Algebra) - ("Kunst des Problemlösens")
- 250034 VO Aspects of mathematics (lecture series)
25.3. Teacher training programme
First stage
- 250034 VO Aspects of mathematics (lecture series)
- 250035 VO STEOP: Introduction to mathematics
- 250036 PUE Problem sessions and tutorial for introduction to mathematics
First stage
First stage
3.1 Introductory and orientation phase (StEOP)
3.2. Compulsory courses
- 250032 VO Analysis in one Variable for Secondary School Teacher Accreditation Programme
- 250033 UE Tutorial: Analysis in one Variable for Secondary School Teacher Accreditation Programme
- 250037 VO Linear algebra and Geometry for Secondary School Teacher Accreditation Programme
- 250038 UE Tutorials on Linear algebra and Geometry for Secondary School Teacher Accreditation Programme
3.3. Elective courses
Second stage
3.4 Mathematics
- 250052 UE Computer course for Secondary School Teacher Accreditation Programme
- 250053 SE Seminar for Secondary School Teacher Accreditation Programme (Algebra)
- 250054 SE Seminar for Secondary School Teacher Accreditation Programme (Analysis)
- 250055 SE Seminar for Secondary School Teacher Accreditation Programme (Applied mathematics)
- 250056 SE Seminar for Secondary School Teacher Accredidation Programme (Stochastics)
- 250057 VO Applied mathematics for Secondary School Teacher Accreditation Programme
- 250058 UE Tutorial: Applied mathematics for Secondary School Teacher Accreditation Programme
- 250059 VO Differential equations for Secondary School Teacher Accreditation Programme
- 250060 UE Tutorial: Differential equations for Secondary School Teacher Accreditation Programme
3.5. Didactics of mathematics
- 250039 VO Applications of mathematics in teaching
- 250040 VO Indroduction to didactics
- 250041 UE Gender aspects in teaching mathematics
- 250042 PS Problem solving
- 250043 SE Seminar (Work in schools)
- 250044 SE Seminar on mathematics education
- 250045 SE Seminar on planning teaching units
- 250046 VO School mathematics 1 (Arithmetic and Algebra)
- 250047 UE Tutorial: School mathematics 1 (Arithmetic and Algebra)
- 250048 VO School mathematics 2 (Geometry)
- 250049 UE Tutorial: School mathematics 2 (Geometry)
- 250050 VO School mathematics 6 (Differential and Integral calculus)
- 250051 UE Tutorial: School mathematics 6 (Differential and Integral calculus)
3.6. Elective courses (second stage)
25.3. Master Programme
4.1. Specialization "Algebra, number theory and dicrete mathematics"
Basic courses, specialization "Algebra"
- 250061 VO Algebraic number theory
- 250085 PJ+SE [ en ] Project Seminar (Research Seminar)
- 250086 SE [ en ] Seminar (algebra, number theory, and discrete mathematics)
- 250088 SE [ en ] Infinite-dimensional Lie algebras
Advanced courses, specialization "Algebra"
- 250089 VO [ en ] Analytic Number Theory
- 250090 VO [ en ] Geometric and asymptotic group theory
- 250091 VO [ en ] Introduction to conformal field theory
- 250113 AG [ en ] Categorical mult ideal Sheaves
- 250128 VO [ en ] Foundations of commutative algebra und algebraic geometry
- 250138 VO [ en ] Geometrische Reziprozitatsgesetze
4.2. Specialization "Analysis"
Basic courses, specialization "Analysis"
- 250062 VO Advanced complex analysis
- 250063 PS Introductory seminar on advanced complex analysis
- 250064 VO Theory of partial differential equations
- 250065 PS Introductory seminar on the theory of partial differential equations
- 250096 SE [ en ] DK-Seminar: Dissipation and dispersion in nonlinear partial differential equations
- 250097 SE Seminar (Applied mathematics, PDEs)
- 250098 SE Seminar (inverse problems)
- 250099 SE Seminar (partial differential equations)
- 250102 PJ+SE Project seminar (Analysis and Geometry): Generalized functions
- 250103 PJ+SE Project seminar (Analysis)
- 250104 SE Seminar (Analysis)
- 250105 SE Seminar (Harmonic Analysis)
- 250106 SE Seminar (Complex Analysis)
- 250107 SE [ en ] Seminar: Entropy methods for PDEs and stochastic processes
Advanced courses, specialization "Analysis"
- 250100 VO [ en ] Numerical Methods for PDEs 2
- 250108 VO Selected topics in analysis
- 250110 VO Selected topics in complex analysis
- 442503 VO Selected topics in differential equations
4.3. Specialization "Applied mathematics and scientific computing"
Basic courses, specialization "AMaSciCo"
- 250092 VO Applied analysis
- 250093 VO Numerical mathematics 2
- 250094 PS Introductory seminar "Numerical mathematics 2"
- 250095 PJ+SE [ en ] Project seminar (Optimization)
- 250096 SE [ en ] DK-Seminar: Dissipation and dispersion in nonlinear partial differential equations
- 250097 SE Seminar (Applied mathematics, PDEs)
- 250098 SE Seminar (inverse problems)
- 250099 SE Seminar (partial differential equations)
Advanced courses, specialization "AMaSciCo"
- 250100 VO [ en ] Numerical Methods for PDEs 2
- 250101 VO Artificial Intelligence
4.4. Specialization "Biomathematics"
Basic courses, specialization "Biomathematics"
- 250066 VO [ en ] Mathematical population genetics
- 250067 PS Introductory seminar on mathematical population genetics
- 250075 VO Stochastic Processes
- 250111 SE Seminar (Biomathematics)
- 250112 SE [ en ] Seminar (Mathematical population genetics)
Advanced courses, specialization "Biomathematics"
- 250076 UE [ en ] Introductory seminar on stochastic processes
- 442501 VO [ en ] Migration-selection models in population genetics
4.5. Specialization "Geometry and Topology"
Basic courses, specialization "Geometry"
- 250068 VO Riemannian geometry
- 250069 VO Lie groups
- 250070 PS Introductory seminar on algebraic topology
- 250071 PS Introductory seminar on Lie groups
- 250072 VO Algebraic topology
- 250088 SE [ en ] Infinite-dimensional Lie algebras
Advanced courses, specialization "Geometry"
- 250091 VO [ en ] Introduction to conformal field theory
- 250113 AG [ en ] Categorical mult ideal Sheaves
- 250116 VO [ en ] Set theoretic topology
4.6. Specialization "Mathematical logic and theoretical informatics"
Basic courses, specialization "Logic"
- 250077 VO [ en ] Introduction to theoretical computer science
- 250078 VO Introduction to mathematical logic
- 250079 PS [ en ] Introductory seminar: "Introduction to mathematical logic"
- 250080 SE [ en ] Research Seminar (Mathematical logic)
- 250081 SE [ en ] Seminar (mathematical logic)
Advancede courses, specialization "Logic"
- 250082 VO [ en ] Selected topics in mathematical logic
- 250083 VO [ en ] Model theory of arithmetic
- 250084 VO Reading Course Mengenlehre
- 250101 VO Artificial Intelligence
4.7. Specialization "Stochastics and dynamical systems"
Basic courses, speicialization "Stochastics"
- 250073 VO Measure theory and integration
- 250074 PS Introductory seminar on measure theory and integration
- 250075 VO Stochastic Processes
- 250107 SE [ en ] Seminar: Entropy methods for PDEs and stochastic processes
- 250117 SE Seminar (stochastics)
- 250118 SE Seminar (dynamical systems)
- 250119 SE Seminar (probability theory)
- 250120 SE [ en ] Vienna Seminar in Mathematical Finance and Probability
Advanced courses, specialization "Stochastics"
- 250076 UE [ en ] Introductory seminar on stochastic processes
- 250122 VO Stochastics Analysis
- 442502 VO [ en ] Ergodic theory II
25.3. Teacher training programme
Last modified: We 13.06.2018 00:39
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of the "StudienServiceCenter" and faculty of mathematics.