4.7 Article

Continuous Protection of a Collective State from Inhomogeneous Dephasing

Journal

PHYSICAL REVIEW X
Volume 11, Issue 1, Pages -

Publisher

AMER PHYSICAL SOC
DOI: 10.1103/PhysRevX.11.011008

Keywords

Atomic and Molecular Physics; Quantum Information

Funding

  1. Israel Science Foundation
  2. ICORE
  3. European Research Council [QPHOTONICS 678674]
  4. Pazy Foundation
  5. Minerva Foundation
  6. Federal German Ministry for Education and Research
  7. BSF-NSF research grant
  8. Laboratory in Memory of Leon and Blacky Broder
  9. Marie Skodowska-Curie Grant [785902]
  10. Marie Curie Actions (MSCA) [785902] Funding Source: Marie Curie Actions (MSCA)

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A scheme is introduced to eliminate the inhomogeneous dephasing of a collective quantum state by continuously dressing the collective state with an auxiliary sensor state using off-resonant fields. The scheme is experimentally demonstrated to completely suppress inhomogeneous dephasing and prolong memory time. It can be applied to improve the performance of quantum gates and memories with neutral atoms in various systems.
We introduce and demonstrate a scheme for eliminating the inhomogeneous dephasing of a collective quantum state. The scheme employs off-resonant fields that continuously dress the collective state with an auxiliary sensor state, which has an enhanced and opposite sensitivity to the same source of inhomogeneity. We derive the optimal conditions under which the dressed state is fully protected from dephasing when using either one or two dressing fields. The latter provides better protection, circumvents qubit phase rotation, and suppresses the sensitivity to drive noise. We further derive expressions for all residual, higher-order sensitivities. We experimentally study the scheme by protecting a collective excitation of an atomic ensemble, where inhomogeneous dephasing originates from thermal motion. Using photon storage and retrieval, we demonstrate complete suppression of inhomogeneous dephasing and, consequently, a prolonged memory time. Our scheme may be applied to eliminate motional dephasing in other systems, improving the performance of quantum gates and memories with neutral atoms. It is also generally applicable to various gas, solid, and engineered systems, where sensitivity to variations in time, space, or other domains limits possible scale-up of the system.

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