Linear optics schemes for entanglement distribution with realistic single-photon sources
Miko{\l}aj Lasota, Czes{\l}aw Radzewicz, Konrad Banaszek, Rob Thew

TL;DR
This paper analyzes linear optics schemes for entanglement distribution using imperfect single-photon sources, considering realistic photon statistics and optimizing conditions for entanglement generation and verification.
Contribution
It introduces and compares two schemes for entanglement distribution with realistic sources, including a novel linear-optics analog of a robust atomic ensemble scheme.
Findings
Conditions for photon statistics that guarantee entanglement.
Quantification of entanglement achievable with imperfect sources.
Comparison of classicality criteria and entanglement measures.
Abstract
We study the operation of linear optics schemes for entanglement distribution based on nonlocal photon subtraction when input states, produced by imperfect single-photon sources, exhibit both vacuum and multiphoton contributions. Two models for realistic photon statistics with radically different properties of the multiphoton "tail" are considered. The first model assumes occasional emission of double photons and linear attenuation, while the second one is motivated by heralded sources utilizing spontaneous parametric down-conversion. We find conditions for the photon statistics that guarantee generation of entanglement in the relevant qubit subspaces and compare it with classicality criteria. We also quantify the amount of entanglement that can be produced with imperfect single-photon sources, optimized over setup parameters, using as a measure entanglement of formation. Finally, we…
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