A MINIMAL 2-D QUADRATIC MAP WITH QUASI-PERIODIC ROUTE TO CHAOS
ZERAOULIA ELHADJ
Department of Mathematics, University of T´eb´essa,
(12000), Algeria
zeraoulia@mail.univ-tebessa.dz
zelhadj12@yahoo.fr
J. C. SPROTT
Department of Physics, University of Wisconsin,
Madison, WI 53706, USA
sprott@physics.wisc.edu
Received April 19, 2007; Revised May 30, 2007
The aim of this paper is to present and analyze a minimal chaotic map
of the plane, then we describe in detail the dynamical behavior of this
map, along with some other dynamical phenomena.
Ref: Z. Elhadj and J. C. Sprott,
International Journal of Bifurcation and Chaos 18,
1567-1577
(2008)
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