We study the synchronization of a piecewise linear function-based chaotic system. That
system generates multiple scrolls in multiple directions (two-and three-directions) on phase …

In honor of his 75th birthday, we review the prominent works of Professor Julien Clinton
Sprott in chaos and nonlinear dynamics. We categorize his works into three important …

This paper reports a class of two-dimensional rational memristive maps by introducing a
general discrete memristor model into the two-dimensional rational maps. Interestingly …

This paper studies a new class of two-dimensional rational maps exhibiting self-excited and
hidden attractors. The mathematical model of these maps is firstly formulated by introducing …

In this paper, some new numerical as well as experimental results connected with the so-
called labyrinth chaos are presented. This very unusual chaotic motion can be generated by …

The dynamical behavior and bifurcations of a two-dimensional discrete chaotic system with
a rational fraction are investigated in this paper, the existence and stability of the fixed points …

In the paper “Some Open Problems in Chaos Theory and Dynamics” by Zeraoulia and
Sprott, the two-dimensional map (x, y)↦(− ax (1+ y 2)− 1, x+ by) was considered and the …

There is a problem of capacity mismatch between different companies in the current market.
In this paper, we propose a dual-channel capacity sharing supply chain consisting of two …

In this paper the discrete step functions are used in order to generate m× n scroll chaotic
hypercube attractors. The design and realization of multi-scroll attractors depends on …

We present in this paper, two new chaotification methods: The first is about chaotifying one-
dimensional discrete mappings using the notion of S-unimodality and the second one is …