For Pt. I see ibid., vol. 40, no. 10, p. 640, 1993. Linear system-theory provides an inadequate
characterization of sustained oscillation in nature. This two-part exposition of oscillation in …

Since the birth of the Chua circuit in 1983, a considerable number of fruitful, fascinating and
relevant research topics have arisen. In honor of the 25th anniversary of the invention of …

This article offers a brief review of the fundamental concepts of bifurcation and chaos in
nonlinear dynamical and control systems. Both the time-domain and frequency-domain …

In this paper, a simple feedback control design method earlier proposed by us for discrete-
time dynamical systems is proved to be a mathematically rigorous approach for anticontrol of …

We develop feedback control strategies for a chaotic dynamic system such as the Duffing
equation. Our controllers are of the so-called Lyapunov-type and are inspired by robot …

A simple, yet mathematically rigorous feedback control design method is proposed in this
paper, which can make all the Lyapunov exponents of the controlled system strictly positive …

This paper discusses adaptive control of a class of discrete-time chaotic systems from a
fuzzy control approach. Using the T–S model of discrete-time chaotic systems, an adaptive …

The so-called elementary canonical state models of the third-order piecewise-linear (PWL)
dynamical systems, as the simplest ODE equivalents of Chua's equations, are presented …

The Permanent Magnet Synchronous Motor (PMSM) is known to exhibit chaotic behavior
under certain conditions. This paper proposes to use an instantaneous Lyapunov exponent …

Fuzzy Control of Chaos Page 1 International Journal of Bifurcation and Chaos, Vol. 8, No. 8 (1998)
1743–1747 c World Scientific Publishing Company FUZZY CONTROL OF CHAOS OSCAR …