Seminar talk & scientific collaboration – Chebyshev Laboratory (St. Petersbourg)

Date(s) : 01/11/2016 - 15/11/2016   iCal
0 h 00 min

Pavel Nikitin,
Hua-Pickrell measures and pfaffian point processes, part 1
A.Borodin and G.Olshanski showed, that unitary invariant finite Hua-Pickrell measures on the space of infinite hermitian matrices are described by determinantal point processes. A.Bufetov suggested a construction of infinite determinantal point processes to describe the infinite Hua-Pickrell measures. We plan to remind these constructions and discuss their analogues for the symplectic invariant measures. The corresponding measures are described by the Pfaffian processes.


Chebyshev Lab
14 linija 29B, Vasilievsky Island,
199178 St.-Petersburg, Russia


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