2021
DOI: 10.48550/arxiv.2109.04859
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Synchronous games with $*$-isomorphic game algebras

Abstract: We establish several strong equivalences of synchronous non-local games, in the sense that the corresponding game algebras are * -isomorphic. We first show that the game algebra of any synchronous game on n inputs and k outputs is * -isomorphic to the game algebra of an associated bisynchronous game on nk inputs and nk outputs. As a result, we show that there are bisynchronous games with equal question and answer sets, whose optimal strategies only exist in the quantum commuting model, and not in the quantum a… Show more

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