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This paper gives a design framework for spatially routing entangled photons from spontaneous parametric down-conversion to multiple user pairs, reporting 12 channels with high routing consistency at a modest flux penalty. The key claims, that aggregate key rate scales with user count and that channel count has fundamental limits, still need validation under realistic losses and finite-key conditions. For quantum networking readers, the main value is a concrete scaling model for multiplexing entangled-photon channels, analogous to wavelength-division standards.
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Photon Demultiplexing Using Spatial Routing

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arXiv:2610.19933v1 Announce Type: new Abstract: Spatial sectioning of the far-field noncollinear field from spontaneous parametric down-conversion (SPDC) is a promising approach for multiparty quantum communication. Although demonstrations with six pairs of users have been reported, the fundamental limits remain unknown. These include the maximum number of channels, the required degree of channel optimization, and the dependence on input parameters. In this paper, we provide a practical framework that answers these questions by connecting input parameters and invoking a design theorem. For a representative configuration, we realize 12 user-pair channels with routing consistency exceeding $0.9999$ at a $12\%$ reduction in photon flux. We further show that sectioning improves the accidental-coincidence budget linearly with the number of channels $N$, allowing the aggregate key rate to scale with the user count. These results provide a design strategy for spatial-division multiplexing of entangled photons analogous to the channel-spacing standards used in wavelength-division networks.

Abstract:Spatial sectioning of the far-field noncollinear field from spontaneous parametric down-conversion (SPDC) is a promising approach for multiparty quantum communication. Although demonstrations with six pairs of users have been reported, the fundamental limits remain unknown. These include the maximum number of channels, the required degree of channel optimization, and the dependence on input parameters. In this paper, we provide a practical framework that answers these questions by connecting input parameters and invoking a design theorem. For a representative configuration, we realize 12 user-pair channels with routing consistency exceeding $0.9999$ at a $12\%$ reduction in photon flux. We further show that sectioning improves the accidental-coincidence budget linearly with the number of channels $N$, allowing the aggregate key rate to scale with the user count. These results provide a design strategy for spatial-division multiplexing of entangled photons analogous to the channel-spacing standards used in wavelength-division networks.

arXiv:2610.19933 [quant-ph]

(or arXiv:2610.19933v1 [quant-ph] for this version)

https://doi.org/10.48550/arXiv.2610.19933 Focus to learn more arXiv-issued DOI via DataCite (pending registration)

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