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Chaos theory / Structure / Optimal control / Homoclinic orbit / Uncertainty exponent / Lyapunov exponent / Mathematics / Dynamical systems / Mathematical analysis / Attractor


Energy-optimal steering of transitions through a fractal basin boundary Alexander N. Silchenko, Stefano Beri, Dmitrii G. Luchinsky and Peter V. E. McClintock Department of Physics, Lancaster University Lancaster, LA1 4YB
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Document Date: 2011-01-27 18:44:19


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Philadelphia / London / New York / Oxford / /

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World Scientific / Dynamical Systems / Oscillations Claredon Press / High Dimensional Systems / /

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United Kingdom / Singapore / /

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energy-optimal path / minimum energy / energy-optimal trajectory / equilibrium systems / Energy-optimal steering / energy-optimal control / asymptotic solution / continuous and discrete systems / higher dimensional chaotic systems / approximate solution / deterministic energy-optimal migration / nonlinear systems / continuous systems / energy-optimal control function / nonlinear multistable systems / activation energy / energy / /

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Po / /

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Lancaster University / Department of Physics / Engineering and Physical Sciences Research Council / /

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V. E. McClintock / V / Peter V. E. McClintock / Alexander N. Silchenko / Stefano Beri / Dmitrii G. Luchinsky / Peter V / /

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Gen. / vol / /

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New York / /

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Physica A / /

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laser / /

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