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- W2743133631 abstract "It is found that identical bosons (fermions) show generalized bunching (antibunching) property in linear networks: The absolute maximum (minimum) of probability that all $N$ input particles are detected in a subset of $mathcal{K}$ output modes of any nontrivial linear $M$-mode network is attained textit{only} by completely indistinguishable bosons (fermions). For fermions $mathcal{K}$ is arbitrary, for bosons it is either ($i$) arbitrary for only classically correlated bosons or ($ii$) satisfies $mathcal{K}ge N$ (or $mathcal{K}=1$) for arbitrary input states of $N$ particles. The generalized bunching allows to certify in a textit{polynomial} in $N$ number of runs that a physical device realizing Boson Sampling with textit{an arbitrary} network operates in the regime of full quantum coherence compatible textit{only} with completely indistinguishable bosons. The protocol needs textit{only polynomial} classical computations for the standard Boson Sampling, whereas an textit{analytic formula} is available for the scattershot version." @default.
- W2743133631 created "2017-08-17" @default.
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- W2743133631 date "2015-09-04" @default.
- W2743133631 modified "2023-09-27" @default.
- W2743133631 title "Universality of boson bunching and fermion antibunching in linear networks" @default.
- W2743133631 hasPublicationYear "2015" @default.
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