Combinatorics, Dynamics, Probabilities

Swedish-Russian conference

3-7 October 2000

Stockholm, Royal Institute of Technology

Supported by the NFR (The Swedish Natural Science Research Council),

the KVA (The Royal Swedish Academy of Sciences),

and the RFBR (The Russian Foundation for Basic Research)

 

The conference is aimed mainly at young mathematicians from Sweden and Russia, but participants from other countries are also welcome. The emphasis will be on the interaction of the Combinatorics and Dynamics, and their relation to Probability and Mathematical Physics.

We plan to expand collaboration between strong research groups working in these areas in Sweden and Russia, and also to encourage cooperation between people working in different areas.

Main speakers

Prof. D. Anosov (Steklov Institute, Moscow)
Prof. O. Häggström (Chalmers University of Technology and Göteborg University)
Prof. S. Janson (Uppsala University)
Doc. K. Johansson (KTH, Stockholm)
Prof. V. Kaimanovich (CNRS, France)
Prof. A. Vershik (Steklov Institute, St.-Petersburg)

Programme

The mini-courses given by the main speakers will be complemented with shorter talks by younger participants and an open problems session.
Schedule (text file)
Schedule (PS file)
Abstracts of mini-courses (html)
Schedule, abstracts of mini-courses and short talks (PS file)

Time and Location

The conference will take place during the first week of October, 2000, (Tuesday October 3rd to Saturday October 7th) at the Royal Institute of Technology (KTH), Stockholm, Sweden.
How to get to Stockholm and KTH from the airport.

Talks will be held in Kollegiesalen (on Saturday in E2 auditorium)
Map of KTH with location of talks, subway, places for lunch

Financial support

Financial support for this conference will be provided by the NFR, the KVA, and the RFBR. For questions about attendance and support please contact the organizers.

Organizers

Tatiana Smirnova-Nagnibeda, KTH. E-mail: tatiana@math.kth.se
Stanislav Smirnov, KTH. E-mail: stas@math.kth.se Fax: 46-8-7231788