Starts 10 Jul 2019 15:00
Ends 10 Jul 2019 16:00
Central European Time
We will describe some classical results in ergodic theory motivating the concepts of physical measures and statistical stability for dynamical systems. We will discuss the existence of physical measures for certain families of dynamical systems including the well-known families of geometric and contracting Lorenz flows and the corresponding one dimensional maps. As an ultimate goal of this talk, we will present the results concluding statistical stability and instability for geometric and contracting Lorenz flows, respectively.