Relational Depth Scaling in Quantum Correlations: A Geometric Framework with Falsifiable Predictions

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Autor principal: De Jesus, Elias
Formato: Recurso digital
Publicado: Zenodo 2025
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author De Jesus, Elias
author_facet De Jesus, Elias
contents <p>This technical note proposes a <span><strong>geometric diagnostic tool</strong></span> for interpreting platform-dependent “gaps” to the Tsirelson bound in Bell-test experiments. Using data from the BIG Bell Test (2018) and benchmark photon experiments, the note defines a <span><strong>relational depth</strong></span> parameter that tracks how strongly a platform’s correlations appear <span><strong>thermalized / diluted by environmental coupling</strong></span>, and reports a strong rank correlation between platform type (photon → atom → superconducting) and inferred depth. The framework is formulated in standard geometric language (fiber bundles, connections, holonomy/Berry phase) and treats “context” as a projection/coarse-graining of the same underlying entanglement structure. It does <span><strong>not</strong></span> claim new physics; instead it provides <span><strong>falsifiable predictions</strong></span> and clear failure modes, emphasizing a decisive test: <span><strong>fine angular scans across multiple platforms</strong></span> to check for any systematic, platform-linked deviations beyond standard visibility/loss explanations.</p>
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spellingShingle Relational Depth Scaling in Quantum Correlations: A Geometric Framework with Falsifiable Predictions
De Jesus, Elias
Bell inequality; CHSH; Tsirelson bound; platform dependence; visibility; decoherence; open quantum systems; geometric phase; Berry phase; holonomy; fiber bundle; context (projection); relational depth; falsifiability; fine angular scan; quantum networks; entanglement.
<p>This technical note proposes a <span><strong>geometric diagnostic tool</strong></span> for interpreting platform-dependent “gaps” to the Tsirelson bound in Bell-test experiments. Using data from the BIG Bell Test (2018) and benchmark photon experiments, the note defines a <span><strong>relational depth</strong></span> parameter that tracks how strongly a platform’s correlations appear <span><strong>thermalized / diluted by environmental coupling</strong></span>, and reports a strong rank correlation between platform type (photon → atom → superconducting) and inferred depth. The framework is formulated in standard geometric language (fiber bundles, connections, holonomy/Berry phase) and treats “context” as a projection/coarse-graining of the same underlying entanglement structure. It does <span><strong>not</strong></span> claim new physics; instead it provides <span><strong>falsifiable predictions</strong></span> and clear failure modes, emphasizing a decisive test: <span><strong>fine angular scans across multiple platforms</strong></span> to check for any systematic, platform-linked deviations beyond standard visibility/loss explanations.</p>
title Relational Depth Scaling in Quantum Correlations: A Geometric Framework with Falsifiable Predictions
topic Bell inequality; CHSH; Tsirelson bound; platform dependence; visibility; decoherence; open quantum systems; geometric phase; Berry phase; holonomy; fiber bundle; context (projection); relational depth; falsifiability; fine angular scan; quantum networks; entanglement.
url https://doi.org/10.5281/zenodo.18009046