2015
DOI: 10.1007/s11128-015-1184-9
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Geometric measure of quantum discord with weak measurements

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Cited by 10 publications
(5 citation statements)
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“…Here, one can be seen clearly for the given values of x that N 2W (ρ) ≤ N 2 (ρ) and N 1W (ρ) ≤ N 1 (ρ) which is in sharp contrast to the SQD [30]. On the other hand, this observation is consistent with the result presented in [31], where they proved that weak one-way deficit is smaller than one-way deficit for the given values of x. Further, the above results underscore the weak measurements are less invasive than projective measurements, so the Hilbert-Schmidt distance (trace distance) or von Neumann entropy from pre-measurement state to post-weak-measured state is less than that to postprojective-measured state.…”
Section: Quantum Correlation Dynamics Of the Two Atom Systemssupporting
confidence: 92%
See 1 more Smart Citation
“…Here, one can be seen clearly for the given values of x that N 2W (ρ) ≤ N 2 (ρ) and N 1W (ρ) ≤ N 1 (ρ) which is in sharp contrast to the SQD [30]. On the other hand, this observation is consistent with the result presented in [31], where they proved that weak one-way deficit is smaller than one-way deficit for the given values of x. Further, the above results underscore the weak measurements are less invasive than projective measurements, so the Hilbert-Schmidt distance (trace distance) or von Neumann entropy from pre-measurement state to post-weak-measured state is less than that to postprojective-measured state.…”
Section: Quantum Correlation Dynamics Of the Two Atom Systemssupporting
confidence: 92%
“…The dynamics of quantum correlation for two isolated atoms in their own thermal reservoir are studied by using quantum discord with weak measurement [21]. It is shown that the quantum correlation quantified by a sequence of geometric discord with weak measurements [22]. Further, the comparison between dynamics of quantum discord and entanglement of two-atom in thermal reservoir is also investigated [23].…”
Section: Introductionmentioning
confidence: 99%
“…It follows from this rationale that the weak-measurement induced quantum discord should be never greater than its traditional formulation. This was indeed confirmed by Li et al [38], who employed the Hilbert-Schmidt norm to compute a weak-measurement induced geometrical quantum discord. Surprisingly, though, by introducing weak measurements in the original procedure for the derivation of the entropic quantum discord, Singh and Pati obtained what they called a super quantum discord [39], a quantifier that is greater than quantum discord.…”
supporting
confidence: 54%
“…For some examples of such quantities, see Refs. [1,[96][97][98][99][100][101][102][103][104][105][106][107][108][109][110][111][112] and references therein. This scenario has led to a variety of QDQs and has motivated the discussion about which properties they should enjoy [113,114].…”
Section: B Quantum Discord Quantifiersmentioning
confidence: 99%