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Beyond the Magic Square Game: Widening the Gap for Two Bell States

arXiv
Authors: Tony Lau

Year

2026

Paper ID

35913

Status

Preprint

Abstract Read

~2 min

Abstract Words

70

Citations

N/A

Abstract

We demonstrate that the largest gap between the entangled value and the classical value for a one-round two-player nonlocal game with a perfect entangled strategy using two Bell states of entanglement is at least frac{4}{35}, improving on the gap of frac{1}{9} achieved by the Mermin-Peres magic square game. We do so by explicitly constructing a nonlocal game with classical value frac{31}{35} using the full symmetry of the 2-qubit Pauli group.

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  • We demonstrate that the largest gap between the entangled value and the classical value for a one-round two-player nonlocal game with a perfect entangled strategy using two...

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