Extending the Known Region of Nonlocal Boxes that Collapse Communication Complexity

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Hauptverfasser: Botteron, Pierre, Broadbent, Anne, Proulx, Marc-Olivier
Format: Preprint
Veröffentlicht: 2023
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author Botteron, Pierre
Broadbent, Anne
Proulx, Marc-Olivier
author_facet Botteron, Pierre
Broadbent, Anne
Proulx, Marc-Olivier
contents Non-signalling boxes (NS) are theoretical resources defined by the principle of no-faster-than-light communication. They generalize quantum correlations, and some of them are known to collapse communication complexity (CC). However, this collapse is strongly believed to be unachievable in Nature, so its study provides intuition on which theories are unrealistic. In the present letter, we find a better sufficient condition for a nonlocal box to collapse CC, thus extending the known collapsing region. In some slices of NS, we show this condition coincides with an area outside of an ellipse.
format Preprint
id arxiv_https___arxiv_org_abs_2302_00488
institution arXiv
publishDate 2023
record_format arxiv
spellingShingle Extending the Known Region of Nonlocal Boxes that Collapse Communication Complexity
Botteron, Pierre
Broadbent, Anne
Proulx, Marc-Olivier
Quantum Physics
Information Theory
Mathematical Physics
Non-signalling boxes (NS) are theoretical resources defined by the principle of no-faster-than-light communication. They generalize quantum correlations, and some of them are known to collapse communication complexity (CC). However, this collapse is strongly believed to be unachievable in Nature, so its study provides intuition on which theories are unrealistic. In the present letter, we find a better sufficient condition for a nonlocal box to collapse CC, thus extending the known collapsing region. In some slices of NS, we show this condition coincides with an area outside of an ellipse.
title Extending the Known Region of Nonlocal Boxes that Collapse Communication Complexity
topic Quantum Physics
Information Theory
Mathematical Physics
url https://arxiv.org/abs/2302.00488