The Workshop on
Quantum Groups and Poisson Boundaries
School of Mathematics, IPM

June 7-9, 2014
(Khordad 17-19, 1393)
 Tehran, Iran



In this workshop, we introduce locally compact quantum groups (von Neumann algebra setting) and review basic results on Poisson boundaries. In the classical case, the space of harmonic functions on a measure space X is isomorphic (via the Poisson transformation) to the space of essentially bounded measurable functions on the Poisson boundary of the Markov chain on X. The quantum case is related to noncommutative random walks (introduced by Izumi for discrete quantum groups).


Mini-course: (Date: June 7, Time: 9 AM-4 PM)

Mohammad Sadegh Mojahedi (Tarbiat Modares University)

Workshop: (Date: June 8 and 9, Time: 10 AM-4 PM)

Mehrdad Kalantar (University of Carleton, Canada)
Mohammad Sadegh Mojahedi (Tarbiat Modares University)


You can see the program of the mini-course and workshop here.


Massoud Amini (IPM and Tarbiat Modares University)
Mehrdad Kalantar
(University of Carleton, Canada)


School of Mathematics, Niavaran Bldg., Niavaran Square, Tehran, Iran

Contact Information:

School of Mathematics,
Tehran, Iran

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