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This paper introduces a scalable, in situ certification method for multiparticle indistinguishability in generic linear interferometers, leveraging quantum parallelism to achieve polynomial scaling even under particle losses. The technique is specifically designed to validate critical parameters for large-scale interference experiments like Boson Sampling, directly supporting the pursuit of quantum advantage over classical computation.
\textit{In situ} certification of multiparticle indistinguishability in a generic interferometer
arXiv:2610.25471v1 Announce Type: new Abstract: We propose a scalable and efficient \textit{in situ} method for assessing the multiparticle indistinguishability of identical bosons or fermions in quantum interference experiments on linear interferometers by harnessing quantum parallelism and the bunching/anti-bunching tendencies of these particles. The proposed certification method can be applied to any generic linear interferometer. For particles occupying distinct input ports of a Haar-random unitary interferometer, the number of experimental runs required to attain a prescribed statistical precision is polynomial in the number of particles, the interferometer size, and the inverse precision, with high probability. Our method is robust under losses: for uniform particle losses, the polynomial scaling is preserved when the inverse single-particle survival probability is polynomially bounded. Our scheme is especially suitable for certifying the indistinguishability of single photons in large-scale interference experiments, such as Boson Sampling in the regime of quantum advantage over classical computation.
Abstract:We propose a scalable and efficient \textit{in situ} method for assessing the multiparticle indistinguishability of identical bosons or fermions in quantum interference experiments on linear interferometers by harnessing quantum parallelism and the bunching/anti-bunching tendencies of these particles. The proposed certification method can be applied to any generic linear interferometer. For particles occupying distinct input ports of a Haar-random unitary interferometer, the number of experimental runs required to attain a prescribed statistical precision is polynomial in the number of particles, the interferometer size, and the inverse precision, with high probability. Our method is robust under losses: for uniform particle losses, the polynomial scaling is preserved when the inverse single-particle survival probability is polynomially bounded. Our scheme is especially suitable for certifying the indistinguishability of single photons in large-scale interference experiments, such as Boson Sampling in the regime of quantum advantage over classical computation.
Quantum Physics (quant-ph); Mathematical Physics (math-ph); Atomic Physics (physics.atom-ph)
arXiv:2610.25471 [quant-ph]
(or arXiv:2610.25471v1 [quant-ph] for this version)
https://doi.org/10.48550/arXiv.2610.25471 Focus to learn more arXiv-issued DOI via DataCite (pending registration)
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