Chaotic dynamics of orthogonally projective triangle folding map
Jun Nishimura, Tomohisa Hayakawa · 2014
Chaotic dynamics of orthogonally projective triangle folding map is analyzed. Based on our previous results, modify the way of folding the triangle to generalize the mapping in folding and expanding procedures to include the bifurcation parameters. It turns out that the map has k-periodic points for any integer k, and sensitivity to initial conditions.