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| Format: | Recurso digital |
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Zenodo
2025
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| Accès en ligne: | https://doi.org/10.5281/zenodo.17956338 |
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- <p>The Quantum Informational Synchronicity Theory (QIS) proposes a unified conceptual and mathematical framework linking quantum field information, spacetime geometry, and consciousness as interdependent expressions of a single underlying informational substrate. QIS introduces the concept of the Informational Quantum Continuum (IQC) — a fundamental layer where information density gradients determine both quantum coherence and geometric curvature. Within this continuum, synchronicity refers to the emergence of correlated informational events across spacetime that are not causally mediated but reflect a deeper informational isomorphism. <br>By extending the traditional Lagrangian of quantum field theory (QFT) with an informational metric tensor , QIS suggests that spacetime curvature is not purely energetic but informational in origin, arising from the entropic distribution of quantum states. Consciousness, under this framework, represents the localized self-referential coherence of informational patterns — a macroscopic resonance of the IQC. The formalism introduces an Informational Phase Symmetry (IPS) principle that governs how informational states remain invariant under nonlocal transformations, analogous to gauge symmetry in QFT. <br>Preliminary implications suggest that informational gradients could be responsible for quantum gravitational effects, nonlocal correlations, and even the emergence of subjective experience. QIS therefore stands as a candidate bridge between quantum gravity, information theory, and the physics of mind — implying that to be conscious is to be informationally synchronized with the fabric of spacetime itself. <br> Key words <br> Quantum Informational Synchronicity (QIS), Informational Quantum Continuum (IQC), quantum information, spacetime curvature, informational metric tensor, quantum entropy, nonlocal correlations, quantum gravity, consciousness, informational coherence, Informational Phase Symmetry (IPS), quantum field theory, spacetime geometry </p>