Definition ∞ A nonlocality game is a theoretical construct in quantum mechanics where spatially separated parties can win a game more often than classical physics allows, by using entangled quantum states. This concept demonstrates that the outcomes of measurements on entangled particles can be correlated in ways that defy local realism. It explores the limits of information transfer and correlation.
Context ∞ While primarily a concept in quantum physics, the principles behind nonlocality games hold relevance for advanced cryptographic research. Discussions in the digital asset space occasionally touch upon quantum-resistant cryptography, where these theoretical foundations could someday contribute to future security protocols. Understanding this term provides context for the cutting-edge theoretical work influencing long-term security considerations for digital assets.
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