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This research demonstrates how internal loss and survival conditioning in passive linear optical circuits can trigger anomalous generalized bunching, fundamentally altering the hierarchy of photon statistics under specific multimode conditions. The study proves that for three-photon inputs with partial distinguishability, this effect creates a nonmonotonic probability distribution forbidden in unconditioned scenarios, offering new insights into quantum interference dynamics despite its theoretical nature rather than immediate product application.
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Loss-induced anomalous generalized bunching in multiphoton interference

arXiv2 min read

arXiv:2607.25306v1 Announce Type: new Abstract: We show that internal loss and survival conditioning can activate anomalous generalized bunching in passive linear optical circuits. We introduce a conditional bunching probability that all photons occupy a target region of accessible output modes, given that all photons survive. For two-photon inputs, we prove that this probability is always monotonic for any circuit size and loss configuration, although a multimode target region can reverse the monotonic direction. For three-photon inputs in a minimal three-mode lossy interferometer, we find a nonmonotonic anomaly in which the conditional bunching probability is maximized for partially distinguishable photons. This behavior is forbidden for the corresponding unconditioned target-region probability, demonstrating that survival-conditioned loss changes the minimal hierarchy of generalized bunching.

Abstract:We show that internal loss and survival conditioning can activate anomalous generalized bunching in passive linear optical circuits. We introduce a conditional bunching probability that all photons occupy a target region of accessible output modes, given that all photons survive. For two-photon inputs, we prove that this probability is always monotonic for any circuit size and loss configuration, although a multimode target region can reverse the monotonic direction. For three-photon inputs in a minimal three-mode lossy interferometer, we find a nonmonotonic anomaly in which the conditional bunching probability is maximized for partially distinguishable photons. This behavior is forbidden for the corresponding unconditioned target-region probability, demonstrating that survival-conditioned loss changes the minimal hierarchy of generalized bunching.

arXiv:2607.25306 [quant-ph]

(or arXiv:2607.25306v1 [quant-ph] for this version)

https://doi.org/10.48550/arXiv.2607.25306 Focus to learn more arXiv-issued DOI via DataCite (pending registration)

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