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• W107092266 abstract "Based on a parametrization of pure quantum states we explicitly construct a sequence of (at most) $4N-5$ local time-continuous waveform controls to achieve a specified state transition for $N$-level quantum systems when sufficient controls of the Hamiltonian are available. The control magnitudes are further optimized in terms of a time-energy performance, which is a generalization of the time performance index. Trajectory-constrained optimal local time-continuous waveform controls, including both local sine-waveforms and $n^{rm th}$-order-polynomial waveform controls are obtained in terms of time-energy performance. It is demonstrated that constrained optimal local $n^{rm th}$-order-polynomial waveform controls approach constrained optimal bang-bang controls when $nrightarrowinfty$." @default.
• W107092266 created "2016-06-24" @default.
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• W107092266 date "2010-10-14" @default.
• W107092266 modified "2023-09-22" @default.
• W107092266 title "Optimal bounded trigonometry control of N-level quantum systems based on the geometrical parametrization" @default.
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• W107092266 hasPublicationYear "2010" @default.
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