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1.1. Introductory phase (STEP)

250214 VO 6 ECTS Introduction into mathematical methodology

Schichl, Mo 08:10-09:55 (5×), Tu 08:10-09:55 (5×), We 08:10-09:55 (5×), Th 08:10-09:55 (4×)

250260 UE 3 ECTS Aid from the EDP

1 Ulovec

2 Wisser

250174 VO 5 ECTS Introduction to Analysis

Haslinger, Mo 08:00-10:00 (11×), Tu 08:00-10:00 (11×)

250175 UE 4 ECTS Tutorials "Introduction to analysis"

1 Ploß, We 15:15-17:00 (11×)

2 Haslinger, Mo 12:00-14:00 (12×)

3 Krön, Fr 08:00-10:00 (10×)

4 Herbig, Fr 12:00-14:00 (10×)

5 Götz, Th 15:15-16:45 (11×)

6 Lamel, Fr 10:00-12:00 (10×)

250199 UE 2 ECTS Repetition course to "Introduction to analysis"

Haslinger, Th 13:00-15:00 (13×)

250133 VO 5 ECTS Introduction to linear algebra and geometry

Mitsch, We 08:15-10:00 (10×), Th 08:15-10:00 (9×)

250104 UE 4 ECTS Tutorials " Introduction to linear algebra and geometry"

1 Auinger, Mo 13:00-15:00 (14×)

2 Auinger, Mo 15:00-17:00 (14×)

3 Zweimüller, Fr 10:10-12:00 (10×)

4 Zweimüller, Fr 13:10-15:00 (10×)

5 Schneider, Fr 08:10-10:00 (10×)

6 Schneider, Th 15:00-16:50 (11×)

250238 UE 2 ECTS Repetition course to "Introduction to linear algebra and geometry"

Mitsch, Tu 13:15-14:45 (10×)

1.2. Compulsory courses for all students

250254 VO 4 ECTS Algebra 1

Schwermer, Fr 09:00-11:00 (12×)

250255 UE 2 ECTS Introductory seminar to Algebra 1

1 Schwermer, Fr 08:00-09:00 (12×)

2 Schwermer, Th 13:00-14:00 (13×)

250191 VO 3 ECTS Modelling

Feichtinger, Mo 11:15-12:45 (16×)

250192 UE 2 ECTS Tutorials "Modelling"

Feichtinger

250179 VO 8 ECTS Analysis 3

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

250172 VO 3 ECTS Discrete mathematics

Fulmek, Mo 10:00-11:00 (16×), Tu 10:00-11:00 (16×)

250173 UE 2 ECTS Tutorials "discrete mathematics"

1 Krön, Mo 11:00-12:00 (15×)

2 Krön, Th 10:00-11:00 (13×)

250187 VO 3 ECTS Introduction to topology

Cap, Tu 09:00-10:00 (16×), Mo 09:00-10:00 (15×)

250188 UE 2 ECTS Tutorial: Introduction to topology

1 Cap, We 10:00-11:00 (13×)

2 Neusser, Tu 11:00-12:00 (14×)

250186 SE 8 ECTS Bachelor seminar 1

Buerger

250180 UE 4 ECTS Introductory Seminar to Analysis 3

1 Rindler, Tu 15:00-17:00 (16×)

2 Raith, Mo 15:00-17:00 (15×)

3 Kaiblinger, Fr 10:45-12:15 (12×)

4 Rindler, Fr 08:30-10:00 (12×)

1.3. Alternative group of compulsory modules "Mathematische Berufsvorberietung"

250194 VO 3 ECTS Basic Ideas of Mathematics

Grosser, We 09:15-10:00 (14×), Th 09:15-10:00 (13×)

250218 KO 3 ECTS Conversation to history of mathematics

Schmitt, Th 15:00-17:00 (14×)

250262 KO 3 ECTS Conversation: English for mathematicians

Ulovec, Tu 13:15-14:45 (16×)

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

250270 VO 3 ECTS Basic concepts of mathematical logic

Mildenberger

250269 UE 2 ECTS Introductory Seminar: Fundamental Concepts of Mathematical Logic

Mildenberger

250248 VO 5 ECTS Partial differential equations

Schmeiser, Tu 13:00-15:00 (15×), We 11:00-12:00 (14×)

250207 VO 5 ECTS Functional analysis 1

Steinbauer, Mo 11:00-12:00 (16×), Tu 11:00-12:00 (16×), Th 11:00-12:00 (14×)

250208 UE 2 ECTS Introductory seminar to Functional Analysis 1

1 Steinbauer, Th 12:15-13:00 (14×)

2 Kunzinger, Mo 15:00-15:45 (15×)

250194 VO 3 ECTS Basic Ideas of Mathematics

Grosser, We 09:15-10:00 (14×), Th 09:15-10:00 (13×)

250218 KO 3 ECTS Conversation to history of mathematics

Schmitt, Th 15:00-17:00 (14×)

250262 KO 3 ECTS Conversation: English for mathematicians

Ulovec, Tu 13:15-14:45 (16×)

250249 UE 2 ECTS Tutorials "Partial differential equations"

1 Schmeiser, We 12:00-13:00 (14×)

2 Heitzinger

25.1. Bachelor Programme