VIC2005: International Workshop on Algebra - 9 Feb 2005
VIC 2005: 9-10 February 2005
Victoria University will host a two-day international workshop on Algebra and Geometry. There will be a number of themes for the meeting including noncommutative geometry, quantum groups and representation theory. The meeting will help build cooperation and interaction between mathematicians in New Zealand and overseas.Dates and venue
9-10 February 2005, Victoria University of WellingtonInvited speakers
- Jianbei An (Auckland University, NZ)
- Stefaan Caenepeel (Free University of Brussels, Belgium)
- Huixiang Chen (Victoria University of Wellington, NZ)
- Mia Cohen (Ben Gurion University, Israel)
- Piotr M. Hajac (Mathematical Institute of Polish Academy, Poland)
- Freddy Van Oystaeyen (University of Antwerp, Belgium)
- Quanshui Wu (Fudan University, China)
Organisers
- Prof Rob Goldblatt
- Dr Yinhuo Zhang
General Information:
- The deadline for registrations is 15 January 2005.
- Morning and Afternoon Tea and Lunch will be provided on both days.
Programme
February 9-10, 2005, Kelburn Campus, VUWLocation: Cotton Building, CO341
Wednesday February 9 | |
---|---|
10:00-10:50 | Fred Van Oystaeyen - Some ideas in noncommutative geometry and topology |
11:00-11:30 | Coffee |
11:30-12:20 | Huixiang Chen - Projective summands in tensor products of simple modules of finite dimensional Hopf algebras |
12:30-14:00 | Lunch |
14:30-15:20 | Jiabei An - Nilpotent block algebras |
15:30-16:00 | Coffee |
16:00-16:50 | Pitro Hajac - The Chern-Galois character |
Thursday February 10 | |
09:00-09:50 | Mia Cohen - Fourier transforms for Hopf algebras |
10:00-10:50 | John Clark - Local-semi-T-nilpotency of families of module homomorphisms |
11:00-11:30 | Coffee |
11:30-12:20 | Ben Martin - Completely reducible subgroups of reductive algebraic groups |
12:30-14:00 | Lunch |
14:30-15:20 | Stefaan Caenepeel - The Brauer group of Azumaya corings and the second cohomology group |
15:30-16:00 | Coffee |
16:00-16:50 | Quanshi Wu - Classification of 4-dimensional Artin-Schelter regular algebras |