702746 VU Weiterführende Fachkompetenzen 2: Ausgewählte Kapitel der Angewandten Mathematik
Wintersemester 2026/2027 | Stand: 11.06.2026 | LV auf Merkliste setzen702746
VU Weiterführende Fachkompetenzen 2: Ausgewählte Kapitel der Angewandten Mathematik
VU 4
7,5
wöch.
jährlich
Englisch
The course is hold in English. Students who have completed the course have understood the content of the lectures and are able to reproduce and to apply it. They are able to acquire similar contents independently.
The course will cover aspects of operator theory from an algebraic perspective. This means that operators are studied in terms of their interaction with other operators, instead of their single properties. We will cover the theory of C*-algebras and operator systems, as well as some connections to quantum theory and probability.
Solution of exercises and a final oral exam.
Eine Übersicht über alle im Studienjahr (Winter und Sommersemester) angebotenen VUs finden Sie hier: https://www.uibk.ac.at/mathematik/studium/masterstudium/
siehe Termine
- Fakultät für Mathematik, Informatik und Physik
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Gruppe 0
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| Datum | Uhrzeit | Ort | ||
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Di 06.10.2026
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08.30 - 10.00 | Seminarraum Seminarraum | Barrierefrei | |
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Do 08.10.2026
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13.45 - 15.15 | Seminarraum Seminarraum | Barrierefrei | |
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Di 13.10.2026
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08.30 - 10.00 | Seminarraum Seminarraum | Barrierefrei | |
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Do 15.10.2026
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13.45 - 15.15 | Seminarraum Seminarraum | Barrierefrei | |
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Di 20.10.2026
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08.30 - 10.00 | Seminarraum Seminarraum | Barrierefrei | |
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Do 22.10.2026
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13.45 - 15.15 | Seminarraum Seminarraum | Barrierefrei | |
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Di 27.10.2026
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08.30 - 10.00 | Seminarraum Seminarraum | Barrierefrei | |
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Do 29.10.2026
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13.45 - 15.15 | Seminarraum Seminarraum | Barrierefrei | |
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Di 03.11.2026
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08.30 - 10.00 | Seminarraum Seminarraum | Barrierefrei | |
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Do 05.11.2026
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13.45 - 15.15 | Seminarraum Seminarraum | Barrierefrei | |
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Di 10.11.2026
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08.30 - 10.00 | Seminarraum Seminarraum | Barrierefrei | |
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Do 12.11.2026
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13.45 - 15.15 | Seminarraum Seminarraum | Barrierefrei | |
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Di 17.11.2026
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08.30 - 10.00 | Seminarraum Seminarraum | Barrierefrei | |
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Do 19.11.2026
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13.45 - 15.15 | Seminarraum Seminarraum | Barrierefrei | |
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Di 24.11.2026
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08.30 - 10.00 | Seminarraum Seminarraum | Barrierefrei | |
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Do 26.11.2026
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13.45 - 15.15 | Seminarraum Seminarraum | Barrierefrei | |
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Di 01.12.2026
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08.30 - 10.00 | Seminarraum Seminarraum | Barrierefrei | |
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Do 03.12.2026
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13.45 - 15.15 | Seminarraum Seminarraum | Barrierefrei | |
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Do 10.12.2026
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13.45 - 15.15 | Seminarraum Seminarraum | Barrierefrei | |
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Di 15.12.2026
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08.30 - 10.00 | Seminarraum Seminarraum | Barrierefrei | |
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Do 17.12.2026
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13.45 - 15.15 | Seminarraum Seminarraum | Barrierefrei | |
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Do 07.01.2027
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13.45 - 15.15 | Seminarraum Seminarraum | Barrierefrei | |
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Di 12.01.2027
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08.30 - 10.00 | Seminarraum Seminarraum | Barrierefrei | |
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Do 14.01.2027
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13.45 - 15.15 | Seminarraum Seminarraum | Barrierefrei | |
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Di 19.01.2027
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08.30 - 10.00 | Seminarraum Seminarraum | Barrierefrei | |
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Do 21.01.2027
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13.45 - 15.15 | Seminarraum Seminarraum | Barrierefrei | |
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Di 26.01.2027
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08.30 - 10.00 | Seminarraum Seminarraum | Barrierefrei | |
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Do 28.01.2027
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13.45 - 15.15 | Seminarraum Seminarraum | Barrierefrei | |
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Di 02.02.2027
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08.30 - 10.00 | Seminarraum Seminarraum | Barrierefrei | |