Michal Misiurewicz and Sonja Stimac
We dfine a broad class of piecewise smooth plane homeomorphisms which
have properties similar to the properties of Lozi maps, including the
existence of a hyperbolic attractor. We call those maps
Lozi-like. For those maps one can apply our previous results on
kneading theory for Lozi maps. We show a strong numerical evidence
that there exist Lozi-like maps that have kneading sequences different
than those of Lozi maps.