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