Next week our master programme on noncommutative geometry will start. Here is the list of all international mini-courses (8 hours each) and firm or tentative dates. For the latest update, it is always best to check with the Arts seminar website.

• Hans-Juergen Schneider (Munich) “Hopf Galois extensions and quotient theory of Hopf algebras”. February 20-23 each day from 10h30-12h30.

• Markus Reineke (Wuppertal) “Representations of quivers”. February 27-28, March 1-2 each day from 10h30-12h30.

• Arthur Ruuge (Moscow) “Semiclassical approximation of quantum mechanics”. March 6-9 each day from 10h30-12h30.
• Rupert Yu (Poitiers) in March or April.
• Isar Stubbe (Antwerp) in April.
• Fred Van Oystayen (Antwerp) in April.
• Raf Bocklandt (Antwerp) in April or May.
• Goro Kato (Los Angeles) in May.
• Florin Panaite (Bucharest) in May.
• Pjotr Hajac (Warsaw) in June.

Apart from these mini-courses there will be four regular courses (approx. 30hrs each) during the whole semester.

• Raf Bocklandt “Knot theory”.
• Lieven Le Bruyn “Noncommutative geometry”.
• Geert Van de Weyer “Quantum groups”.
• Fred Van Oysyaeyen “Noncommutative algebra”.

Dates and places of all lectures will be made available through the Arts seminar site.

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Posted in geometry
Written on Fri, 09 February 2007 at 9:46 am
Tags: Galois, geometry, groups, noncommutative, quivers, representations
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