We study the robustness of different sweep protocols for accelerated adiabaticity following in the presence of static errors and of dissipative and dephasing phenomena. While in the noise-free case, counterdiabatic driving is, by definition, insensitive to the form of the original sweep function, this property may be lost when the quantum system is open. We indeed observe that, according to the decay and dephasing channels investigated here, the performance of the system becomes highly dependent on the sweep function. Our findings are relevant for the experimental implementation of robust shortcuts-to-adiabaticity techniques for the control of quantum systems.

The renewed role of sweep functions in noisy shortcuts to adiabaticity / Delvecchio, M.; Petiziol, F.; Wimberger, S.. - In: ENTROPY. - ISSN 1099-4300. - 23:7(2021), p. 897.897. [10.3390/e23070897]

The renewed role of sweep functions in noisy shortcuts to adiabaticity

Delvecchio M.
Data Curation
;
Petiziol F.
Writing – Original Draft Preparation
;
Wimberger S.
Conceptualization
2021-01-01

Abstract

We study the robustness of different sweep protocols for accelerated adiabaticity following in the presence of static errors and of dissipative and dephasing phenomena. While in the noise-free case, counterdiabatic driving is, by definition, insensitive to the form of the original sweep function, this property may be lost when the quantum system is open. We indeed observe that, according to the decay and dephasing channels investigated here, the performance of the system becomes highly dependent on the sweep function. Our findings are relevant for the experimental implementation of robust shortcuts-to-adiabaticity techniques for the control of quantum systems.
2021
The renewed role of sweep functions in noisy shortcuts to adiabaticity / Delvecchio, M.; Petiziol, F.; Wimberger, S.. - In: ENTROPY. - ISSN 1099-4300. - 23:7(2021), p. 897.897. [10.3390/e23070897]
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11381/2897509
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