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2015
DOI: 10.1103/physreva.91.042113
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Leggett-Garg inequality for qubits coupled to thermal environment

Abstract: We study violation of the Leggett-Garg inequality for the correlator AL in two cases: (i) for a qubit weakly coupled to a thermal decohering (dissipative and/or dephasing) environment and (ii) for a pair of qubits with only one of them coupled to the environment. In the case of a single qubit, we identify conditions depending both on initial state preparation and a measurement protocol when violation of the K t , inequality becomes dependent only on dephasing and independent of dissipation and temperature. In … Show more

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Cited by 18 publications
(16 citation statements)
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“…In this paper, we consider only certain elements of Davies semi-groups: the so called Davies maps [12,14,15,17,21] which are completely positive and describe time evolution of qubits (two-level systems with an energy splitting ω) coupled to a thermal environment [10,11] via a mapping [21] acting on single qubit density matrices in the following way [5]:…”
Section: Davies Decoherece and Entanglementmentioning
confidence: 99%
See 1 more Smart Citation
“…In this paper, we consider only certain elements of Davies semi-groups: the so called Davies maps [12,14,15,17,21] which are completely positive and describe time evolution of qubits (two-level systems with an energy splitting ω) coupled to a thermal environment [10,11] via a mapping [21] acting on single qubit density matrices in the following way [5]:…”
Section: Davies Decoherece and Entanglementmentioning
confidence: 99%
“…We study an effect of decoherence modelled by the Davies approximation [10] which, except mathematical rigour, has a well established physical setting [11]. The Davies method has been successfully used in recent studies of various problems in quantum information and physics of open quantum systems including teleportation [12], bi-partite entanglement dynamics [13], quantum discord [14,15], quantum cloning [16], Bell-type [14] and Leggett-Garg non-locality [17], properties a e-mail: jerzy.dajka@us.edu.pl…”
Section: Introductionmentioning
confidence: 99%
“…In particular, in our calculations we set τ = 0.1 and assume the experimental values of the solar mixing angle θ 12 = 0.187π and ∆m [39]. Furthermore, the values of the [c ij ] Kossakowski matrix, rather than derived from any fundamental properties of the system, such as the coupling with the welldescribed thermal environment [27,40], result from a phenomenological modeling [7,28]. Our choice of the non-vanishing c ij , yet the simplest possible, has no qualitative influence on the presented results.…”
Section: Leggett-garg K3 Function For the Neutrinomentioning
confidence: 99%
“…LGI is also studied for a system of qubits coupled to a thermal environment [30]. For more details reader can refer to the review [19].…”
Section: Noninvasive Measurability (Nm)mentioning
confidence: 99%