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1.1. Introductory and orientation phase (StEOP)

250022 VO 7 ECTS STEOP: Introduction to mathematical methodology

Grosser

250023 UE 4 ECTS STEOP: Introduction to computer infrastructure

1 Glogowatz

2 Glogowatz

3 Glogowatz

4 Glogowatz

5 Glogowatz

1.2. Compulsory courses for all students

250001 VO 5 ECTS Introduction to analysis

Gröchenig

250002 UE 4 ECTS Tutorials "Introduction to analysis"

1 Kunzinger, Tu 13:05-14:45 (15×)

2 Kunzinger, Mo 12:05-13:45 (14×)

3 Fendler, Fr 09:15-11:00 (13×)

4 Fendler, Fr 11:15-13:00 (13×)

5 Huyer, Fr 11:15-12:45 (13×)

250018 VO 5 ECTS Introduction to linear algebra and geometry

Schwermer

250019 UE 4 ECTS Tutorials "Introduction to linear algebra and geometry"

1 Mahnkopf, Fr 11:00-13:00 (13×)

2 Summerer, Mo 13:10-14:40 (14×)

3 Huyer, Fr 09:15-10:45 (13×)

4 Fulmek, Th 13:00-15:00 (14×)

5 Bauer, Fr 09:00-11:00 (13×)

250044 VO 3 ECTS Linear algebra and geometry 2

Krattenthaler, We 09:10-10:50 (16×)

250045 UE 2 ECTS Tutorials for "Linear algebra and geometry 2"

1 Hörmann, Th 14:10-14:55 (14×)

2 Cap, We 11:05-11:55 (15×)

3 Hörmann, Th 12:10-12:55 (14×)

4 Haller, Tu 13:00-14:00 (14×)

250013 VO 3 ECTS Discrete mathematics

Auinger, Tu 11:00-12:45 (10×)

250014 UE 2 ECTS Tutorials on discrete mathematics

1 Auinger, Tu 15:15-16:00 (15×)

2 Fulmek, Mo 09:00-10:00 (14×)

3 Fulmek, Mo 10:00-11:00 (14×)

250015 VO 3 ECTS Algebraic structures

Hauser, Tu 09:00-11:00 (16×)

250016 UE 2 ECTS Tutorials on algebraic structures

1 Hauser, Tu 15:00-16:00 (15×)

2 Perlega, Mo 14:00-15:00 (14×)

3 Perlega, Mo 15:00-16:00 (14×)

250024 VO 6 ECTS Advanced analysis and elementary differential geometry

Rindler, Tu 08:05-08:50 (16×), We 08:05-08:50 (16×), Th 08:05-08:50 (15×), Mo 08:05-08:50 (14×)

250025 UE 4 ECTS Tutorials on advanced analysis and differential geometry

1 Rindler, Tu 13:15-14:45 (16×)

2 Rindler, We 13:15-14:45 (16×)

3 Schichl, Th 14:00-16:00 (15×)

250055 VO 3 ECTS Mathematical modelling

Schmeiser, Th 09:00-11:00 (15×)

250056 UE 2 ECTS Tutorials on mathematical modelling

1 Schmeiser, Mo 13:00-14:00 (13×)

2 Schmeiser, Th 13:00-14:00 (13×)

3 Piovano, Th 11:00-12:00 (13×)

4 Schmeiser, Th 15:00-16:00 (14×)

250006 SE 8 ECTS Bachelor seminar 1

1 Hofbauer, Fr 13:00-17:00 (14×)

2 Hauser, Fr 13:00-17:00 (14×)

250007 SE 13 ECTS Bachelor seminar 2

Gröchenig, Fr 13:00-17:00 (14×)

Evening courses

1.3. Alternative group of compulsory modules "Mathematische Berufsvorbereitung"

250008 VO 5 ECTS Financial mathematics

Schachermayer, We 14:00-15:30 (16×), Th 14:00-14:45 (15×)

250009 UE 2 ECTS Tutorials on financial mathematics

1 Siorpaes, We 13:00-13:45 (15×)

2 Siorpaes, Th 13:00-13:45 (14×)

250010 VU 7 ECTS Image and signal processing

Elbau, Tu 08:15-09:45 (16×), Mo 08:15-09:45 (14×)

250057 VO 6 ECTS An overview on algebra

Summerer, We 10:10-11:40 (16×), Mo 11:10-12:40 (14×)

250058 VO 6 ECTS An overview on differential equations

Hofbauer, Mo 15:15-16:45 (14×), Tu 15:15-16:45 (15×)

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

250004 VO 7 ECTS Algebra

Baxa, We 10:00-12:00 (16×), Th 10:00-12:00 (15×)

250005 UE 3 ECTS Tutorials on algebra

Baxa, We 15:00-17:00 (15×)

250011 VO 5 ECTS Ordinary differential equations

Bruin, Tu 10:00-10:45 (16×), Mo 09:00-10:30 (14×)

250012 UE 2 ECTS Tutorials on ordinary differential equations

1 Bruin, Tu 09:00-09:45 (15×)

2 Terhesiu, We 12:15-13:00 (15×)

250020 VO 5 ECTS Functional analysis

Feichtinger, Tu 15:00-17:00 (16×), Th 13:00-14:00 (15×)

250021 UE 2 ECTS Tutorials on functional analysis

1 Dörfler, Th 14:00-14:45 (15×)

2 Dörfler, Th 12:00-12:45 (15×)

1.5. Mathematik im Kontext/Umfeld

250054 KO 3 ECTS English for mathematicians

1 Berger, Tu 17:00-18:45 (16×)

2 Berger, Th 17:00-18:45 (15×)

250061 PJ+SE 4 ECTS Seminar and project seminar (Analysis and Algebra)

1 Rindler, Mo 15:00-17:00 (14×), Sa 16.11. 09:00-16:00

2 Rindler, Mo 17:00-19:00 (14×)

250100 SE 4 ECTS [en] Seminar (The art of problem solving

Summerer, Tu 11:10-12:40 (15×)

25.1 Bachelor programme