2016
DOI: 10.1103/physreva.94.030304
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Entangled vector vortex beams

Abstract: Light beams having a vectorial field structure, or polarization, that varies over the transverse profile and a central optical singularity are called vector vortex (VV) beams and may exhibit specific properties such as focusing into “light needles” or rotation invariance. VV beams have already found applications in areas ranging from microscopy to metrology, optical trapping, nano-optics, and quantum communication. Individual photons in such beams exhibit a form of single-particle quantum entanglement between … Show more

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Cited by 84 publications
(56 citation statements)
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“…On one hand, this single-particle entanglement cannot be used, of course, for proving non-locality, as it regards a single particle in a single spatial region. On the other hand, when preparing a pair of entangled photons in a vector-vortex spatial mode, a two-particle entanglement (similar to what was done in several other experiments on the SAM states alone) can be realized, as shown by D'Ambrosio and coworkers in 2016 [79]. The authors showed that both the intra-system entanglement between each photon SAM and OAM states and the inter-system entanglement between the two photon states are obtained at the same time.…”
Section: Quantum Information With Vector Beamsmentioning
confidence: 53%
“…On one hand, this single-particle entanglement cannot be used, of course, for proving non-locality, as it regards a single particle in a single spatial region. On the other hand, when preparing a pair of entangled photons in a vector-vortex spatial mode, a two-particle entanglement (similar to what was done in several other experiments on the SAM states alone) can be realized, as shown by D'Ambrosio and coworkers in 2016 [79]. The authors showed that both the intra-system entanglement between each photon SAM and OAM states and the inter-system entanglement between the two photon states are obtained at the same time.…”
Section: Quantum Information With Vector Beamsmentioning
confidence: 53%
“…Due to their distinctive polarization distributions, VV beams have shown unique features, making them appealing for different research purposes, e.g. microscopy [54], optical trapping [55,56], metrology [57,58], nanophotonics [59] and communication [60][61][62][63][64][65][66][67]. Formally, the state |R, (|L, ) describes a photon with uniform right (left) circular polarization carrying of OAM, and a VV beam can be conveniently described by a non-separable superposition of polarization-OAM eigenmodes.…”
Section: Vector Vortex Beam and Hybrid Entanglement Generationmentioning
confidence: 99%
“…A convenient way to represent vector vortex beams is through ket states |π, where π refers to the polarization state and represents a photon carrying quanta of orbital angular momentum [38]. Let us consider a Hilbert space spanned by the basis states {|R, +m , |L, −m } where R/L stand for circular right/left polarization states respectively.…”
Section: Q-plate Action In the Vector Vortex Beams Spacementioning
confidence: 99%