25.1 Bachelor programme

1.1. Introductory and orientation phase (StEOP)

• EXAM Introduction to mathematical methodology / school mathematics
• 250001 KO 0 ECTS Tutorials for introductary phase
  Charina, We 15:00-18:15 (15×), Th 14:45-16:15 (13×)
• 250002 UE 4 ECTS ( STEOP ) STEOP: Introduction to computer infrastructure
  Gr. 1 Ammann-Silvaggio, Th 01.06. 11:30-13:00, Th 13:15-16:30 (4×), Fr 30.06. 13:15-14:45
  Gr. 2 Ammann-Silvaggio, We 07.06. 13:15-14:45, We 15:00-18:15 (4×), Fr 30.06. 15:00-16:30

1.2. Compulsory courses for all students

• 250003 SE 10 ECTS Bachelor seminar
  Gr. 1 Krattenthaler, Fr 13:15-18:30 (14×), Fr 12:15-18:30 (2×)
  Gr. 2 Mauser, Fr 13:15-18:30 (16×)
  Gr. 3 Hörmann, Fr 13:15-18:30 (16×)
• 250004 VO 3 ECTS Number theory
  Baxa, We 07:45-09:15 (16×)
• 250005 UE 2 ECTS Tutorials on number theory
  Gr. 1 Summerer, Fr 11:15-12:00 (15×)
  Gr. 2 Summerer, Fr 12:15-13:00 (15×)
  Gr. 3 Baxa, We 12:45-13:30 (15×)
  Gr. 4 Baxa, We 13:45-14:30 (15×)
  Gr. 5 [ de en ] Pandit, Th 11:45-12:30 (13×)
  Gr. 6 [ de en ] Pandit, Th 12:45-13:30 (13×)
• 250006 VO 5 ECTS VO Algebra 1
  Summerer, Th 12:45-15:00 (14×), Fr 03.03. 08:00-11:15
• 250007 UE 2 ECTS Tutorial Algebra 1
  Gr. 1 Summerer, Fr 09:15-10:00 (15×)
  Gr. 2 Summerer, Fr 10:15-11:00 (15×)
  Gr. 3 Finn-Sell, We 13:15-14:00 (16×)
  Gr. 4 Finn-Sell, We 14:15-15:00 (16×)
• 250008 VO 7 ECTS Analysis
  Scherzer, We 09:20-11:15 (15×), Mo 09:20-11:15 (12×)
• 250009 UE 4 ECTS Tutorials for "Analysis"
  Gr. 1 Gerhards, Fr 13:15-14:45 (15×), Fr 16:45-18:15 (2×)
  Gr. 2 Gerhards, Fr 16:45-18:15 (2×)
  Gr. 3 Elbau, Mo 13:15-14:45 (12×), Fr 16:45-18:15 (2×)
  Gr. 4 Elbau, Mo 15:00-16:30 (12×), Fr 16:45-18:15 (2×)
• 250010 VO 5 ECTS Ordinary differential equations
  Teschl, Th 09:45-10:30 (14×), Mo 09:45-11:15 (12×)
• 250011 UE 2 ECTS Tutorials on ordinary differential equations
  Gr. 1 Teschl, Th 10:45-11:30 (13×)
  Gr. 2 Teschl, Th 11:45-12:30 (13×)
  Gr. 3 Nicolussi, Mo 13:15-14:00 (12×)
  Gr. 4 Holzleitner, Tu 08:45-09:30 (14×)
• 250012 VO 3 ECTS Discrete mathematics
  Schlosser, Tu 09:45-11:15 (13×)
• 250013 UE 2 ECTS Tutorials on discrete mathematics
  Gr. 1 Schlosser, Th 15:15-16:00 (11×)
  Gr. 2 Schlosser, Th 16:15-17:00 (11×)
  Gr. 3 Schlosser, Tu 11:45-12:30 (12×)
  Gr. 4 Ender, Tu 14:00-14:45 (12×)
• 250019 VO 6 ECTS Linear algebra and geometry 1
  Carqueville, Th 09:45-11:15 (14×), Tu 09:45-11:15 (14×), We 26.04. 16:45-18:15, Tu 20.06. 16:30-18:45, We 28.06. 16:45-20:00
• 250020 UE 3 ECTS Tutorials for "Linear algebra and geometry 1"
  Gr. 1 Carqueville, Mo 11:30-13:00 (12×), Th 15:15-16:45 (2×)
  Gr. 2 Huyer, Fr 09:45-11:15 (16×), Mo 29.05. 11:30-13:00
  Gr. 3 Huyer, Fr 11:30-13:00 (16×)
  Gr. 4 Congreve, Tu 08:00-09:30 (14×)
• 250021 PR 5 ECTS Programmierpraktikum
  Gr. 1 Piskernig, Mo 16:45-19:00 (12×)
  Gr. 2 Piskernig, Tu 12:15-14:45 (14×)
• 250022 VO 7 ECTS Wahrscheinlichkeitstheorie und Statistik
  Cerny, We 09:45-11:15 (16×), Mo 11:30-13:00 (12×)
• 250023 UE 3 ECTS Tutorials on probability theory and statistics
  Gr. 1 Cerny, We 11:30-13:00 (15×)
  Gr. 2 Cuchiero, Mo 15:00-16:30 (12×), We 07.06. 13:15-15:30
  Gr. 3 Koivusalo, Mo 15:00-16:30 (12×), Tu 02.05. 15:00-16:30
  Gr. 4 Mousset, Fr 11:30-13:00 (15×)
• 250024 UE 2 ECTS Tutorials on functional analysis
  Gr. 1 Constantin, Th 12:45-13:30 (14×)
  Gr. 2 Martin, Th 13:45-14:30 (14×)
  Gr. 3 Martin, Mo 13:00-13:45 (12×)
  Gr. 4 Martin, Mo 12:00-12:45 (12×)
• 250025 VO 5 ECTS Functional analysis
  Constantin, Th 11:45-12:30 (14×), Tu 09:45-11:15 (14×)

1.3. Alternative group of compulsory modules "Mathematische Berufsvorbereitung"

• 250014 VU 7 ECTS Image and signal processing
  Ehler, We 15:00-16:30 (16×), Tu 15:00-16:30 (14×)
• 250015 VO 5 ECTS Basic concepts of mathematical logic
  Müller, Th 09:45-10:30 (13×), Tu 16:45-18:15 (14×)
• 250016 UE 2 ECTS Tutorials "Introduction to basics concepts of mathematical logic"
  Fischer, Th 10:45-11:30 (12×), Th 06.04. 09:45-10:45, Th 06.04. 10:45-11:15, Th 06.04. 11:15-11:30
• 250017 VO 5 ECTS Mathematical Modeling
  Stefanelli, Fr 08:00-10:15 (16×)
• 250018 UE 2 ECTS Tutorial Mathematical Modeling
  Stefanelli, Fr 10:30-11:15 (16×)

1.5. Mathematik im Kontext/Umfeld

• 250026 KO 3 ECTS The art of problem solving
  Summerer, Tu 11:30-13:00 (14×)