Algebraic approach to stochastic duality for Markov processes
18th February 2022, 3:30 pm – 4:30 pm
Fry Building, 2.04 (also on zoom)
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.