Date:
Tue, 28/10/202512:00-13:00
Location:
Faculty Lounge
Title: Non-compact minimal systems and a Krylov–Bogolyubov theorem
Speaker: Or Landesberg (HUJI)
Abstract:
The classical Krylov–Bogolyubov theorem ensures that any compact topological dynamical system supports an invariant probability measure.
In this talk we will consider continuous minimal group actions on locally compact spaces and discuss conditions ensuring the existence of invariant Radon measures. Following a paper by Kellerhals, Monod, and Rørdam.
Speaker: Or Landesberg (HUJI)
Abstract:
The classical Krylov–Bogolyubov theorem ensures that any compact topological dynamical system supports an invariant probability measure.
In this talk we will consider continuous minimal group actions on locally compact spaces and discuss conditions ensuring the existence of invariant Radon measures. Following a paper by Kellerhals, Monod, and Rørdam.