Presented By: Department of Mathematics
Integrable Systems and Random Matrix Theory Seminar
Algebraic approach to stochastic duality for Markov processes
In this talk I will give a review of the notion of duality theory for Markov processes and, in particular, interacting particle systems. I will show the connection with Lie algebras via some examples and conclude with some applications in the context of hydrodynamic limit and the characterization of the non equilibrium stationary measure. Speaker(s): Chiara Franceschini (Instituto Superior Técnico de Lisboa)
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