Workshop
Statistical stability in chaotic dynamics
- José Ferreira Alves (University of Porto, Portugal)
Abstract
We consider families of chaotic dynamical systems possessing physical measures which describe the statistical behavior of typical orbits. We study the continuous dependence of the physical measure with respect to transformation or flow that rules the dynamical system. Some general results will be given. Quadratic maps of the interval and Lorenz flows will be considered in particular.
