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Unbounded Sharing of Nonlocality Using Projective Measurements

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arxiv 2311.07977 v1 pith:ZSUWKVHM submitted 2023-11-14 quant-ph

classification quant-ph
keywords nonlocalityprojectivesharingmeasurementenablingincompatibilitylocalrandomness-assisted
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It is a common perception that a sharp projective measurement in one side of the Bell experiment destroys the entanglement of the shared state, thereby preventing the demonstration of sequential sharing of nonlocality. In contrast, we introduce a local randomness-assisted projective measurement protocol, enabling the sharing of nonlocality by an arbitrary number of sequential observers (Bobs) with a single spatially separated party Alice. Subsequently, a crucial feature of the interplay between the degrees of incompatibility of observables of both parties is revealed, enabling the unbounded sharing of nonlocality. Our findings, not only offer a new paradigm for understanding the fundamental nature of incompatibility in demonstrating quantum nonlocality but also pave a new path for various information processing tasks based on local randomness-assisted projective measurement.

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  1. Almost all pure entangled states enable unbounded nonlocality sharing

    quant-ph 2026-07 accept novelty 7.0 of 10

    Almost all pure entangled states, assisted by a small local ancilla, enable unbounded two-sided CHSH nonlocality sharing with only projective measurements via Hardy’s paradox.

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