Fractal structures in a generalized square map with exponential terms
XF Li, YD Chu, H Zhang - Chinese Physics B, 2012 - iopscience.iop.org
Fractal structures in a generalized squared map with exponential terms are expanded in this
paper. We describe how complex behaviors can arise as the parameters change. The …
paper. We describe how complex behaviors can arise as the parameters change. The …
Periodic orbits and their bifurcations in 3D maps with a separate third iterate
A Agliari, D Fournier-Prunaret, AK Taha - Global Analysis of Dynamic …, 2013 - Springer
We consider a class of three-dimensional maps T having the property that their third iterate
has separate components. We show that the cycles of T can be obtained by those of a one …
has separate components. We show that the cycles of T can be obtained by those of a one …
Chaos suppression in a sine square map through nonlinear coupling
We study a pair of nonlinearly coupled identical chaotic sine square maps. More specifically,
we investigate the chaos suppression associated with the variation of two parameters. Two …
we investigate the chaos suppression associated with the variation of two parameters. Two …
Chaotic dynamics in a sine square map: High-dimensional case (N≥ 3)
We study an N-dimensional system based on a sine square map and analyze the system
behaviors of cases of dimension N≥ 3 with the tools of nonlinear dynamics. In the three …
behaviors of cases of dimension N≥ 3 with the tools of nonlinear dynamics. In the three …
[HTML][HTML] Changes in the dynamics of two-dimensional maps by external forcing
PC Rech - Physics Letters A, 2013 - Elsevier
We investigate changes in periodicity, and even its suppression, by external periodic forcing
in different two-dimensional maps, namely the Hénon map and the sine square map. By …
in different two-dimensional maps, namely the Hénon map and the sine square map. By …