Abstract
In this comment, an enhancement of issue published in the paper “Coexistence of hidden chaotic attractors in a novel no-equilibrium system” (Nonlinear Dyn, doi:10.1007/s11071-016-3170-x) is addressed. We have shown that the proposed novel autonomous chaotic system can be extended to its fractional-order version where hidden attractors as well as other dynamical properties of the new no-equilibrium system can be observed. A created MATLAB function for the new fractional-order no-equilibrium system is also presented.
Highlights
Introduction and motivationThere are two kinds of attractors observed in chaotic systems: self-excited attractor and hidden attractor
Introduction and motivationInvestigation of chaotic systems has a long tradition
It is possible to combine the fractional calculus into description of the novel chaotic systems where the hidden attractors appeared
Summary
There are two kinds of attractors observed in chaotic systems: self-excited attractor and hidden attractor. It is well-known that hidden attractors cannot be localized by using the standard computational procedure and it is difficult to predict the existence of them in system. It is possible to combine the fractional calculus into description of the novel chaotic systems where the hidden attractors appeared. 1, the introduction to the problem and motivation is briefly discussed. 4, the simulation results and discussion are described.
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