Erster Studienabschnitt

1.1. Pflichtfächer

250024 VO 0 ECTS Analysis 1 - Analysis 1

Hörmann, Mo 09:05-10:00 (12×), Tu 09:05-10:00 (11×), Th 07:55-08:55 (10×), We 07:55-08:55 (9×)
250081 PS 0 ECTS Introductory Seminar to Analysis 1 - Introductory Seminar to Analysis 1

Gr. 1 Steinbauer, Mo 17:15-18:45 (15×)

Gr. 2 Schichl, Fr 12:15-13:45 (12×)

Gr. 3 Grosser, Fr 10:30-12:00 (12×)

Gr. 4 Hörmann, Tu 15:15-16:45 (12×)

Gr. 5 Kunzinger, Mo 12:15-13:45 (13×)

Gr. 6 Teschl, Tu 15:15-16:45 (12×)

Gr. 7 Haller, We 10:00-12:00 (9×)
250102 VO 0 ECTS Linear Algebra and Geometry 1 - Linear Algebra and Geometry 1

Schoißengeier, Mo 07:55-08:55 (12×), Tu 07:55-08:55 (10×), Th 09:05-10:00 (10×), We 09:05-10:00 (9×)
250103 PS 0 ECTS Introductory Seminar to Lin. Al. and Geom. 1 - Introductory Seminar to Linear Algebra and Geometry 1

Gr. 1 Schoißengeier, Mo 13:15-14:45 (13×)

Gr. 2 Summerer, We 12:10-13:40 (10×)

Gr. 3 Fischer, We 17:00-19:00 (10×)

Gr. 4 Fischer, Th 15:00-17:00 (11×)

Gr. 5 Grosser, Fr 12:15-13:45 (12×)

Gr. 6 Summerer, Fr 10:00-11:30 (12×)
250061 VO 0 ECTS Analysis 3 - Analysis 3

Mitsch, Mo 09:15-10:00 (15×), Tu 09:15-10:00 (14×), We 09:15-10:00 (12×), Th 09:15-10:00 (13×)
250062 PS 0 ECTS Introductory Seminar to Analysis 3 - Introductory Seminar to Analysis 3

Gr. 1 Stoll, We 13:15-14:45 (12×)

Gr. 2 Huyer, Fr 08:30-10:00 (14×)

Gr. 3 Stoll, We 15:15-16:45 (12×)

Gr. 4 Mahnkopf, Fr 10:00-12:00 (14×)
250074 VO 0 ECTS Discrete Mathematics - Discrete Mathematics

Krattenthaler, We 10:00-11:00 (12×), Th 10:00-11:00 (13×)
250044 PS 0 ECTS Introductory Seminar to Discrete Mathematics - Introductory Seminar to Discrete Mathematics

Gr. 1 Eisenkölbl, Mo 15:00-16:00 (14×)

Gr. 2 Fulmek, Tu 13:10-14:00 (14×)
250040 VO 0 ECTS Introduction into Topology - Introduction into Topology

Steinbauer, Mo 10:10-10:55 (15×), Tu 10:10-10:55 (14×)
250077 PS 0 ECTS Introductionary Seminar to Topology - Introductionary Seminar to Topology

Gr. 1 Steinbauer, Tu 17:00-17:45 (13×)

Gr. 2 Kunzinger, Mo 14:15-15:00 (14×)
250059 VO 0 ECTS Number Theory - Number Theory

Rindler
250060 PS 0 ECTS Introductory Seminar to Number Theory - Introductory Seminar to Number Theory

Gr. 1 Eisenkölbl, We 13:20-14:50 (7×)

Gr. 2 Eisenkölbl, Tu 13:00-14:30 (7×)

1.2. Freie Wahlfächer

250101 VO 0 ECTS Introduction into Mathematical Methodology - Introduction into Mathematical Methodology

Kunzinger, Mo 07:55-10:00 (3×), Tu 07:55-10:00 (3×), We 07:55-10:00 (3×), Th 07:55-10:00 (3×)
250073 UE 0 ECTS Tutorial Analysis 1 - Tutorial Analysis 1

Steinbauer, Tu 12:30-14:00 (12×)
250042 UE 0 ECTS Tutorial Linear Algebra and Geometry 1 - Tutorial Linear Algebra and Geometry 1

Schoißengeier, Th 13:15-14:45 (11×)
250063 UE 0 ECTS Tutorial Analysis 3 - Tutorial Analysis 3

Mitsch, Th 13:15-14:45 (12×)
250012 VO 0 ECTS Introduction to computer-aided working - Introduction to computer-aided working

Ulovec, We 13:15-14:45 (12×)
250013 UE 0 ECTS Introduction in Using the computerrrooms - Introduction in Using the computerrrooms

Ulovec, Mo 08:00-10:00 (15×), We 15:00-17:00 (12×)

1.3. Abendstudium

250057 VO 0 ECTS Analysis 2 - Analysis 2

Raith, Mo 17:00-19:00 (15×), Tu 17:00-18:20 (14×)
250058 PS 0 ECTS Introductory Seminar to Analysis 2 - Introductory Seminar to Analysis 2

Gr. 1 Raith, Tu 18:30-20:00 (14×)

Gr. 2 Rainer, Tu 15:15-16:45 (14×)
250093 UE 0 ECTS Repetition Course to Analysis 2 - Repetition Course to Analysis 2

Raith, Mo 15:15-16:45 (15×)
250043 VO 0 ECTS Linear Algebra and Geometry 2 - Linear Algebra and Geometry 2

Baxa, We 17:00-19:00 (12×), Th 17:00-19:00 (13×)
250065 PS 0 ECTS Introductory Seminar to Lin. Alg. and Geom. 2 - Introductory Seminar to Linear Algebra and Geometry 2

Baxa, Th 15:00-17:00 (12×)
250096 UE 0 ECTS Tutorial Linear Algebra and Geometry 2 - Tutorial Linear Algebra and Geometry 2

Baxa, We 15:00-17:00 (11×)

1.4. Mathematik für Physik

260224 VO 0 ECTS Analysis for Physics and related fields1 - Analysis for Physics and related fields 1

Muthsam, Tu 09:50-10:50 (14×), We 09:50-10:50 (12×), Th 09:50-10:50 (13×)
260225 PS 0 ECTS Intr. SE to Analysis f. Phys. and related fields - Introductory Seminar to Analysis for Physics and related fields 1

Gr. 1 Muthsam, Tu 13:15-14:45 (13×)

Gr. 2 Muthsam, Th 13:15-14:45 (12×)

Gr. 3 Huyer, Mo 13:15-14:45 (14×)

Gr. 4 Greschonig, Mo 17:00-19:00 (14×)

Gr. 5 Greschonig, Mo 15:00-17:00 (14×)
260249 UE 0 ECTS Tutorial to Analys. for Phys. and related fields 1 - Tutorial to Analysis for Physics and related fields 1

Muthsam, Tu 15:15-16:45 (13×)
260226 VO 0 ECTS Linear Algebra for Physics and related fields - Linear Algebra for Physics and related fields

Schmitt, Mo 09:35-10:50 (15×), Th 08:40-09:40 (13×)
260227 PS 0 ECTS Intr.SE to Lin. Alg. f. Phys. and related fields - Introductory Seminar to Linear Algebra for Physics and related fields

Gr. 1 Schmitt, Mo 15:00-17:00 (14×)

Gr. 2 Schlosser, Tu 13:15-14:45 (13×)

Gr. 3 Schlosser, Th 13:15-14:45 (12×)

Gr. 4 Ploß

Gr. 5 Ploß
260016 UE 0 ECTS Tutorial to Lin.Alg. f. Phys. and related fields - Tutorial to Linear Algebra for Physics and related fields

Schmitt, We 12:40-15:00 (12×)
260230 VO 0 ECTS Mathematical basics for Physics 2 - Mathematical basics for Physics 2

Embacher
260231 PS 0 ECTS Intro. Sem. to Math. basics for Physics 2 - Introductory Seminar to Mathematical basics for Physics 2

Embacher

Last modified: We 13.06.2018 00:34