Bohr Chaos and Invariant Measures
Matan Tal (The Hebrew University)
Thursday, November 4, 2021, 11:10 – 12:00, Building 34, room 14
Please Note the Unusual Place!
A topological dynamical system is said to be Bohr chaotic if for any bounded sequence it possesses a continuous function that correlates with the sequence when evaluated along some orbit. The theme of the lecture will be the relation of this property to an abundance of invariant measures of the system.