Topological properties of Lorenz maps derived from unimodal maps

Figures & data

Figure 1. An increasing and decreasing symmetric Lorenz map ϕ and ψ obtained from a unimodal map f.

Figure 2. The points ${\zeta }_{S_{Q(k)}}<c_{S_{k-1}}<{\zeta }_{S_{Q(k)-1}}$ and their images under $f^{S_{Q(k)}}$.

Figure 3. A stunted symmetric Lorenz map $\overline{\phi }$ as a circle endomorphism.

Figure 4. Constructing the outside and stunted Lorenz map for a tent map $T_{\lambda }$.