Qubit reset beyond the Born-Markov approximation: optimal driving to overcome polaron formation
Carlos Ortega-Taberner, Eoin O'Neill, Paul Eastham

TL;DR
This paper explores advanced qubit reset techniques beyond standard approximations, using optimal control to mitigate polaron formation and improve reset fidelity in a spin-boson model of a transmon qubit.
Contribution
It introduces numerically exact methods and optimal control strategies to overcome polaron-related limitations in qubit reset beyond the Born-Markov approximation.
Findings
Optimal control improves reset fidelity beyond traditional limits.
Filtering the environment's spectral range enhances control effectiveness.
Time-dependent driving can reverse polaron formation and steer correlations.
Abstract
Qubits are typically reset into a known state by coupling them to a low-temperature environment. When treated in the Born-Markov approximation such couplings produce exponential relaxation to equilibrium, giving high reset fidelities limited only by temperature. We investigate qubit reset beyond this approximation, using numerically exact tensor network methods and the time-dependent variational principle, focussing on a spin-boson model describing a transmon qubit coupled to a resistor. Beyond the Born-Markov approximation the reset fidelity becomes limited by the buildup of system-environment correlations which corresponds to the formation of a polaron. We implement numerical optimal control to find time-dependent qubit Hamiltonians which overcome this limitation by steering the dynamics of the correlated system-environment state. The optimal controls becomes more effective when the…
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Taxonomy
TopicsQuantum many-body systems · Quantum Information and Cryptography · Quantum Computing Algorithms and Architecture
