Title : Lozi-like maps and symbolic dynamics
Speaker: Sonja Stimac
Affiliation: University of Zagreb
Time: 10 am Friday, 2 March, 2018
Location: 303-257
I will talk about a broad class of piecewise smooth plane homeomorphisms which have properties similar to the properties of the Lozi maps, including the existence of a hyperbolic attractor. We call those maps Lozi-like. Then I will introduce the sets of kneading sequences for the Lozi-like maps. We proved that the set of kneading sequences determines the symbolic dynamics for the corresponding Lozi-like map. At the end I will discuss some related open problems. (Joint work with Michal Misiurewicz)

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