De Josh Frisch
The Poisson boundary of a group is a probabilistic object which serves a dual role. It represents the space of asymptotic trajectories a random walk might take and it represents the possible space of bounded harmonic functions on a group.
In this talk I will discuss the Poisson boundary for linear groups. In particular I will focus on the question of when the boundary is trivial in which case all bounded harmonic functions on the group are constant. This is joint work with Anna Erschler.
De Jeremie Brieussel
De Ivan Mitrofanov
De Rostislav Grigorchuk
De Alejandra Garrido
De Dominik Francoeur
De Yair Hartman
De Mikhail Lyubich
De Vadim Kaimanovich
De Anitha Thillaisundaram
De Mikael de la Salle
De Josh Frisch
De Marialaura Noce
De Monica Colpi
De Albert Schwarz
De Albert Schwarz
De Juan Camilo Arosemena Serrato
De Francesca Arici
De Amine Marrakchi
