25.1 Bachelor programme

1.1. Introductory and orientation phase (StEOP)

• 250022 VO STEOP: Introduction to mathematical methodology
• 250023 UE STEOP: Introduction to computer infrastructure

1.2. Compulsory courses for all students

• 250001 VO Introduction to analysis
• 250002 UE Tutorials "Introduction to analysis"
• 250018 VO Introduction to linear algebra and geometry
• 250019 UE Tutorials "Introduction to linear algebra and geometry"
• 250044 VO Linear algebra and geometry 2
• 250045 UE Tutorials for "Linear algebra and geometry 2"
• 250013 VO Discrete mathematics
• 250014 UE Tutorials on discrete mathematics
• 250015 VO Algebraic structures
• 250016 UE Tutorials on algebraic structures
• 250024 VO Advanced analysis and elementary differential geometry
• 250025 UE Tutorials on advanced analysis and differential geometry
• 250055 VO Mathematical modelling
• 250006 SE Bachelor seminar 1
• 250007 SE Bachelor seminar 2
• 250056 UE Tutorials on mathematical modelling

Evening courses

1.3. Alternative group of compulsory modules "Mathematische Berufsvorbereitung"

• 250008 VO Financial mathematics
• 250009 UE Tutorials on financial mathematics
• 250010 VU Image and signal processing
• 250057 VO An overview on algebra
• 250058 VO An overview on differential equations

1.4. Alternative group of compulsory modules "Vorbereitung auf wissenschaftliche Arbeit"

• 250004 VO Algebra
• 250005 UE Tutorials on algebra
• 250011 VO Ordinary differential equations
• 250012 UE Tutorials on ordinary differential equations
• 250020 VO Functional analysis
• 250021 UE Tutorials on functional analysis

1.5. Mathematik im Kontext/Umfeld

• 250054 KO English for mathematicians
• 250061 PJ+SE Seminar and project seminar (Analysis and Algebra)
• 250100 SE [ en ] Seminar (The art of problem solving