Figure 5
From: Identification of minimal parameters for optimal suppression of chaos in dissipative driven systems

Numerically calculated regularization regions according to the waveform complexity (number of spikes or local maxima per period) of their solutions and chaotic regions (black) in the φ − η control plane for four values of the shape parameter: (a) m = 0, (b) \(m=0.717\simeq \,{m}_{max}^{impulse}\) (i.e., the m value at which the SE’s impulse is maximum), (c) m = 0.9, and (d) m = 0.95. Fixed parameters: \(\delta =\mathrm{0.25,}\,\gamma =\mathrm{0.29,}\,\beta =\mathrm{1,}\,\omega =1\).