… 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 …

… For the family of Lozi maps, we study homoclinic points for the saddle fixed point X in the
first quadrant. Specifically, in the parameter space, we examine the boundary of the region in …

… maps can jump from zero to a value above 0.1203 as one crosses a particular parameter
and hence it is not upper semi-continuous in general” (IB Yildiz), or “Certain Lozi-like maps …

… a map: topological generalization (Lozi-like map), geometrical generalization (Lozi-type map…
, non-conventional generalization, and networks of Lozi maps with chimera. In Section 3, we …

… Borinski and Stimac [29] showed that Hénon-like and Lozi-like maps (see [2] for a definition
of such maps) on their strange attractors are conjugate to natural extensions of maps on …

… map: topological generalizations (Lozi-like map), 32 geometrical generalization (Lozi-type
map)… more, fractal generalization, non-conventional generalization and networks of Lozi maps …

… to counterpart results of the orientation preserving Hénon maps. One should also mention a
… to the border collision normal form or Lozi-like maps. Therefore, we believe that a proof that …

… Inspired by a recent work of Crovisier and Pujals on mildly dissipative diffeomorphisms of
the plane, we show that Hénon-like and Lozi-like maps on their strange attractors are …

… Thus, the (𝑚 + 𝑛)-fold iterate 𝚲𝑚+𝑛 : 𝐶𝑑 𝑚,𝑛 → 𝑈𝑑 𝑚,𝑛 forms a “Lozi-like map” in a
microscopic scale. If 𝐶𝑑 𝑚,𝑛 ∩𝑈𝑑 𝑚,𝑛 ≠ ∅, then the orbit of a point in 𝐶𝑑 𝑚,𝑛 may have a …

… single Hénon–Lozi map and networks of nonlocally coupled Hénon–Lozi maps. It is shown
… map which combines the dynamical peculiarities of the Lozi map and the Hénon map, both …