Limit behaviour of the random partitions
Anatoly Vershik
St.Petersburg Department of Steklov Institute of Mathematics
September 05,
4:15pm
refreshments at 3:45pm
2338
ABSTRACT

Different statistics on the set of integer partitions of n
appeared in the various part of mathematics.
The main question arises what is the asymptiotic behaviour of the
typical partitions when n tends to infinity.
This type of probelms appeared in representation theory, combinatorics,
integrable systems, statistical physics and so on. Will give
a survey of the recent results on the wide class of statistics
 so called multiplicative statistics
(numbers of summands which are equal to the given number
are infdependent).

Speaker's Contact Info: vershik(atsign)pdmi.ras.ru
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