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Groups of Finite Morley Rank

Euroconferences in Mathematics on Crete

June 21-27, 1998

Anogia, Crete, Greece

Mathematics

Host: Anogia Academic Village
Sponsor: The Training and Mobility of Researchers Programme
Homepage: http://www.ma.umist.ac.uk/avb/Crete.html
Email: souzana@math.uch.gr

Organizers: A. V. Borovik, G. Cherlin, A. Nesin

Description:
Groups of Finite Morley rank arise in model theory as a structurally significant class of groups which contains all finite groups and all algebraic groups over algebraically closed fields. It has been conjectured,about 20 years ago, that all infinite simple groups in this class are algebraic. The conjecture is still open;a concerted attack on it which is currently under way is based on ideas and technique from the classification of finite simple groups.

The aim of the Conference is to introduce group and model theorists (and especially young researchers) to the surprising richness of results and open problems arising in the theory of groups of finite Morley rank and in the adjacent areas of model theoretic algebra: theories of stable groups (of which groups of finite Morley rank constitute a special case), pseudofinite groups, groups definable in o-minimal structures.

Speakers: D. Lascar, G. Cherlin, A. Berkman, A. Borovik, T. Altinel, A. Nesin, H. van Maldeghem, J. Baldwin, K. Holland, R. Lyons, R. Solomon, Z. Chatzidakis, K. Peterzil

Mail Address:

Susanna Papadopoulou
Department of Mathematics
University of Crete
Heraklion, Crete, GREECE
Fax (+30) 81-234516

Date received: January 01, 1998


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