Semi-analytic PMP approach for time-optimal Rydberg-blockaded multi-qubit control, including a classical particle-in-quartic-potential analogy for two-qubit normal extremals.
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A most-likely noise path control strategy for qubit state preparation under dephasing achieves higher success rates than mean-path methods while the latter maximize average fidelity.
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Pontryagin Maximum Principle for Rydberg-blockaded state-to-state transfers: A semi-analytic approach
Semi-analytic PMP approach for time-optimal Rydberg-blockaded multi-qubit control, including a classical particle-in-quartic-potential analogy for two-qubit normal extremals.
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Quantum state-preparation control in noisy environment via most-likely paths
A most-likely noise path control strategy for qubit state preparation under dephasing achieves higher success rates than mean-path methods while the latter maximize average fidelity.