J. C. Sprott
Physics Department, University of
Wisconsin-Madison, 1150 University Avenue, Madison, Wisconsin
53706
Submitted: 4 November 2021·Accepted: 7 March 2022·Published
Online: 18 March 2022
Abstract
As a way to quantify the robustness of a chaotic system, a
scheme is proposed to determine the extent to which the
parameters of the system can be altered before the probability
of destroying the chaos exceeds 50%. The calculation uses a
Monte-Carlo method and is applied to several common dissipative
chaotic maps and flows with varying numbers of parameters.