Pontryagin-optimized pulses can move a damped resonator to a target coherent state with lower energy than shortcut-to-adiabatic pulses and provide high readout SNR at large critical photon numbers.
Dispersive qubit readout with machine learning
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abstract
Open quantum systems can undergo dissipative phase transitions, and their critical behavior can be exploited in sensing applications. For example, it can be used to enhance the fidelity of superconducting qubit readout measurements, a central problem toward the creation of reliable quantum hardware. A recently introduced measurement protocol, named ``critical parametric quantum sensing'', uses the parametric (two-photon driven) Kerr resonator's driven-dissipative phase transition to reach single-qubit detection fidelity of 99.9\% [arXiv:2107.04503]. In this work, we improve upon the previous protocol by using machine learning-based classification algorithms to \textit{efficiently and rapidly} extract information from this critical dynamics, which has so far been neglected to focus only on stationary properties. These classification algorithms are applied to the time series data of weak quantum measurements (homodyne detection) of a circuit-QED implementation of the Kerr resonator coupled to a superconducting qubit. This demonstrates how machine learning methods enable a faster and more reliable measurement protocol in critical open quantum systems.
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Optimal Control for Open Quantum System in Circuit Quantum Electrodynamics
Pontryagin-optimized pulses can move a damped resonator to a target coherent state with lower energy than shortcut-to-adiabatic pulses and provide high readout SNR at large critical photon numbers.