Operational criteria for quantum advantage in latency-constrained nonlocal games
Changhao Li, Seigo Kikura, Akihisa Goban, Hayata Yamasaki, Shinichi Sunami

TL;DR
This paper develops a comprehensive framework to analyze quantum advantage in latency-constrained nonlocal games, explicitly considering finite operational times and rates, and proposes practical hardware implementations for real-world decision-making scenarios.
Contribution
It introduces operational criteria for quantum advantage in realistic settings and proposes time-multiplexed quantum network nodes to meet these criteria in practical applications.
Findings
Framework incorporating finite operation times and rates for quantum advantage analysis
Operational criteria for hardware implementations to achieve statistically significant quantum advantage
Proposal of time-multiplexed cavity-assisted trapped-atom quantum network nodes with microsecond latency
Abstract
Remote entanglement enables coordinated decision making without communication and produces correlations beyond those achievable by any classical strategy, representing a practical quantum advantage in time-critical distributed decision-making problems. However, existing analyses of quantum-classical gaps in such latency-constrained tacit coordination (LCTC) have focused on idealized models that neglect the finite stationary window of the LCTC, finite operation times, and limited entanglement generation rates, leaving fundamental constraints unaccounted for. In this work, we develop a comprehensive framework to quantitatively analyze quantum advantage in LCTC that explicitly incorporates finite-duration and finite-rate operations, as well as generalized utility structures with a limited stationary window. These advances are made possible by adapting statistical certification methods for…
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