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Complete complementarity relations for quantum correlations in neutrino oscillations
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We analyze quantum correlations and quantum coherence in neutrino oscillations. To this end, we exploit complete complementarity relations (CCR) that fully characterize the interplay between different correlations encoded in a quantum system both for pure and mixed states. We consider the CCR for neutrino oscillations both in the case of plane-waves (pure state) and of wave packets (mixed state). In this last case we find a complex structure of correlations depending on the mixing angle, and we show the connection with the non local advantage of quantum coherence, a relevant quantifier of coherence.
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Cited by 2 Pith papers
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Exploring Quantumness at Long-Baseline Neutrino Experiments
A Leggett-Garg analysis of long-baseline neutrino data reports a ~14σ quantum-versus-classical separation at T2K (and >5σ at NOvA and DUNE projections), computed with a non-standard, classically-normalized significanc...
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Probing the quantum speed limit and entanglement in flavor oscillations of neutrino-antineutrino system in curved spacetime
Gravity-induced neutrino-antineutrino oscillations near a rotating primordial black hole are computed in Kerr-Schild polar coordinates, with quantum speed limit and entanglement entropy estimated.
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