# Physical origin of quantum nonlocality and contextuality

@inproceedings{Cabello2018PhysicalOO, title={Physical origin of quantum nonlocality and contextuality}, author={Ad{\'a}n Cabello}, year={2018} }

We prove that in a universe in which there are no laws governing the outcomes of some measurements and in which, as a consequence, every behavior that is not forbidden in a physical theory does take place, the sets of behaviors for Bell and Kochen-Specker-contextuality scenarios are identical to those allowed in quantum theory. This suggests that the physical principle that singles out which forms of Bell nonlocality and Kochen-Specker-contextuality are allowed in nature is simply the…

## 6 Citations

### The measurement postulates of quantum mechanics are operationally redundant

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The mathematical structure of quantum measurements and the Born rule are usually imposed as axioms; the authors show instead that they are the only possible measurement postulates, if the authors require that arbitrary partitioning of systems does not change the theory’s predictions.

### Quantum Randomness is Chimeric

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This work presents a brief review of the metaphysics of indeterminism, and examines the emergence of both space-time as well as the identification of physical properties through which so-called objects are aggregated.

### Deriving Born’s Rule from an Inference to the Best Explanation

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This article discusses further how to obtain (or rather infer) Born’s rule within this framework, where the structure of quantum mechanics appears as a result of the interplay between the quantized number of modalities accessible to a quantum system and the continuum of contexts that are required to define these modalities.

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We study some aspects of the emergence of lógos from xáos on a basal model of the universe using methods and techniques from algorithmic information and Ramsey theories. Thereby an intrinsic and…

### Series Spurious , Emergent Laws in Number Worlds

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Two immediate consequences are the demonstration that the logico-empirical structure of observables does not determine the type of probabilities alone and that complementarity does not imply contextuality.

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