bell's theorem
Bell's theorem is a fundamental concept in quantum mechanics that proves the existence of non-locality, stating that the predictions of quantum theory cannot be explained by any local hidden variables theory. In simpler terms, it shows that the behavior of entangled particles is intrinsically connected, regardless of the distance between them, suggesting a non-local interaction that contradicts classical physics.
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Related Concepts (59)
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- bell test experiments
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- bell's inequality
- bohmian mechanics
- counterfactual definiteness
- delayed choice experiment
- einstein-podolsky-rosen (epr) paradox
- entangled particles
- entanglement
- entanglement swapping
- epr paradox
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- hidden variables
- leggett-garg inequality
- local causality
- local hidden variable theories
- local realism
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- non-contextual hidden variables
- non-local correlations
- non-local hidden variables
- non-local quantum field theory
- non-locality
- nonlocality
- quantum correlation
- quantum entangled systems
- quantum entanglement
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- quantum entanglement experiments
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- quantum nonlocality
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