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A chaotic map with infinite number of equilibria in a bounded domain
Journal article   Peer reviewed

A chaotic map with infinite number of equilibria in a bounded domain

Zhen Wang, Abdul Jalil M. Khalaf, Huaigu Tian, Ahmed Alsaedi and Tasawar Hayat
The European physical journal. ST, Special topics, Vol.229(6-7), pp.1109-1116
01/03/2020

Abstract

Physical Sciences Physics Physics, Multidisciplinary Science & Technology
Although chaotic flows with special properties in their equilibria have been investigated widely, such an effort about chaotic maps has been neglected. In this note, we introduce a dynamical map with an infinite number of equilibrium points. Such a system doesn't exist in the literature. A complete dynamical analysis is done on this new map which reveals its rich potential in showing chaos and multi-stability.

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