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Bell theorem

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Summary

Bell inequalities constrain correlations produced by local hidden-variable models, while quantum mechanics predicts and experiments observe violations under appropriate conditions.

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Einstein–Podolsky–Rosen argumentBell theorem

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This is an authored directed relation from the source endpoint to the target endpoint.

Authored explanation

Bell converted the locality problem sharpened by EPR into experimentally testable inequalities.

How to interpret this relation type

The source experiment, observation, anomaly, or problem materially motivated the development, revision, or acceptance of the target concept. Historical influence is not logical derivation; the edge detail states the documented role and avoids retrospective origin myths.

Relation sources

Quantum mechanicsBell theorem

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This is an authored directed relation from the source endpoint to the target endpoint.

Authored explanation

Quantum mechanics permits entangled-state measurement correlations that violate Bell inequalities. Not every entangled state violates a Bell inequality, so entanglement alone is not the theorem premise.

How to interpret this relation type

Record a genuine theorem implication that is not part of the target definition; these edges may point toward a weaker structure.

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Bell theoremBell-test experiments

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This is an authored directed relation from the source endpoint to the target endpoint.

Authored explanation

Bell tests measure correlations and close specified loopholes to test local hidden-variable bounds. They test physical assumptions and observed violations; the mathematical inequality itself does not require experimental proof.

How to interpret this relation type

The source theory, law, entity, prediction, or structural claim is directly tested, supported, constrained, or established by the target experiment or observation. Experimental support is not final logical proof; the edge detail states exactly what was measured.

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