Testable Phenomenology of the Relational Conjugation Operator RCO
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2026
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| author | Chtaiba, Omar |
| author_facet | Chtaiba, Omar |
| contents | <p>This work introduces a novel phenomenological framework for semiclassical gravity in which the gravitational source emerges not from matter alone, but from a relational dialogue between quantum matter and quantum geometry. The central proposal,<strong> the Relational Conjugation Operator</strong>, reconceptualizes gravity as sourced by matter observables transformed through quantum geometric degrees of freedom, implementing a minimal relational principle: geometry does not merely respond to matter; it actively participates in defining what "matter energy" means at the quantum level.</p> <p>Working within established methods of quantum field theory in curved spacetime and semiclassical gravity, the framework yields concrete, falsifiable predictions across two distinct experimental domains. Cosmologically, it predicts that <strong>dark energy</strong> becomes intrinsically dependent on the <strong>decoherence state</strong> of the quantum geometry, producing subtle but potentially detectable deviations from a pure <strong>cosmological constant</strong> in the expansion history of the universe. Crucially, these deviations remain consistent with current observational constraints while offering a distinctive observational signature for next-generation cosmological surveys.</p> <p>In the laboratory domain, the framework predicts <strong>gravitationally induced decoherence</strong> of massive quantum superpositions at scales approaching current experimental capabilities. This provides a rare opportunity to probe <strong>quantum-gravitational phenomenology</strong> through tabletop <strong>interferometry experiments</strong> with mesoscopic masses, bridging the gap between cosmological gravity and quantum measurement.</p> <p>The proposal further connects to <strong>stochastic gravity</strong> by generating mixed geometry–matter correlators that modify both the mean gravitational backreaction and quantum noise kernels. Potential extensions to <strong>black hole evaporation</strong> physics and effective dark-sector phenomenology are outlined, positioning the <strong> the Relational Conjugation Operator</strong> as a coherent, mathematically explicit bridge between quantum theory and classical spacetime emergence.</p> <p>This work does not claim to be a complete theory of <strong>quantum gravity</strong>. Rather, it establishes a testable phenomenological framework that makes quantum gravity experimentally accessible through both astrophysical observations and near-future laboratory experiments, offering a pathway to empirical validation where many approaches remain purely theoretical.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_18530094 |
| institution | Zenodo |
| language | eng |
| publishDate | 2026 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | Testable Phenomenology of the Relational Conjugation Operator RCO Chtaiba, Omar quantum gravity phenomenology semiclassical gravity decoherence dark energy Quantum physics Physical cosmology <p>This work introduces a novel phenomenological framework for semiclassical gravity in which the gravitational source emerges not from matter alone, but from a relational dialogue between quantum matter and quantum geometry. The central proposal,<strong> the Relational Conjugation Operator</strong>, reconceptualizes gravity as sourced by matter observables transformed through quantum geometric degrees of freedom, implementing a minimal relational principle: geometry does not merely respond to matter; it actively participates in defining what "matter energy" means at the quantum level.</p> <p>Working within established methods of quantum field theory in curved spacetime and semiclassical gravity, the framework yields concrete, falsifiable predictions across two distinct experimental domains. Cosmologically, it predicts that <strong>dark energy</strong> becomes intrinsically dependent on the <strong>decoherence state</strong> of the quantum geometry, producing subtle but potentially detectable deviations from a pure <strong>cosmological constant</strong> in the expansion history of the universe. Crucially, these deviations remain consistent with current observational constraints while offering a distinctive observational signature for next-generation cosmological surveys.</p> <p>In the laboratory domain, the framework predicts <strong>gravitationally induced decoherence</strong> of massive quantum superpositions at scales approaching current experimental capabilities. This provides a rare opportunity to probe <strong>quantum-gravitational phenomenology</strong> through tabletop <strong>interferometry experiments</strong> with mesoscopic masses, bridging the gap between cosmological gravity and quantum measurement.</p> <p>The proposal further connects to <strong>stochastic gravity</strong> by generating mixed geometry–matter correlators that modify both the mean gravitational backreaction and quantum noise kernels. Potential extensions to <strong>black hole evaporation</strong> physics and effective dark-sector phenomenology are outlined, positioning the <strong> the Relational Conjugation Operator</strong> as a coherent, mathematically explicit bridge between quantum theory and classical spacetime emergence.</p> <p>This work does not claim to be a complete theory of <strong>quantum gravity</strong>. Rather, it establishes a testable phenomenological framework that makes quantum gravity experimentally accessible through both astrophysical observations and near-future laboratory experiments, offering a pathway to empirical validation where many approaches remain purely theoretical.</p> |
| title | Testable Phenomenology of the Relational Conjugation Operator RCO |
| topic | quantum gravity phenomenology semiclassical gravity decoherence dark energy Quantum physics Physical cosmology |
| url | https://doi.org/10.5281/zenodo.18530094 |