Gravity as Weak Entanglement Between Spacetime Fabrics

We propose the <i>General Theory of Relative Fabrics (GTRF)</i>, a unifying theoretical framework that posits that gravity does not arise primarily from spacetime curvature induced by mass–energy, but rather emerges from <i>weak nonlocal entanglement between microscopic spacetime fabrics</i> associated with each particle. This perspective replaces the classical dictum, "mass tells spacetime how to curve," with the foundational postulate: "Each mass carries its own spacetime, and gravity emerges when their fabrics entangle". In this model, each particle generates a localized micro-fabric of spacetime that interacts with others through a long-range, decaying entanglement field. This field, scaling as 1/<i>r</i><sup>2</sup> due to the geometric falloff of phase coherence in three dimensions, produces time dilation and curvature as emergent synchronization effects between these fabrics. The gradient in this temporal synchronization manifests macroscopically as the gravitational attraction described by Newtonian and General Relativity (GR). Building on earlier work regarding complex spacetime geometry and the Holographic Address Framework, the GTRF unifies GR and quantum entanglement under a single geometric–informational principle. Crucially, the GTRF framework accounts for dark matter phenomenology not as missing mass, but as the <i>residual coherence of ancient spacetime fabrics</i>. We demonstrate this by deriving modified field equations that incorporate an entanglement stress-energy tensor, which yields asymptotically flat galactic rotation curves without invoking unseen dark matter particles. We show that the weak-field limit of GTRF reduces to a <i>Modified Poisson Equation</i> that naturally generates the required asymptotic velocity profiles. Furthermore, the GTRF maintains consistency with high-precision Solar System tests, as demonstrated by the ability to tune the entanglement coupling functions to satisfy the stringent constraints on the Parameterized Post-Newtonian (PPN) parameters γ ≈ 1 and β≈ 1 and. Gravity, dark matter, and quantum entanglement are thus presented as different scales of the same underlying coherence principle.

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Publication Details

Journal
American Journal of Modern Physics
Published
2025-12-19
DOI
https://doi.org/10.11648/j.ajmp.20251406.12
Primary Topic
Quantum Electrodynamics and Casimir Effect
Type
article
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article

Gravity as Weak Entanglement Between Spacetime Fabrics

Bhushan Poojary
American Journal of Modern Physics
Quantum Electrodynamics and Casimir Effect
article

Gravity as Weak Entanglement Between Spacetime Fabrics

Bhushan Poojary
article en

Abstract

We propose the <i>General Theory of Relative Fabrics (GTRF)</i>, a unifying theoretical framework that posits that gravity does not arise primarily from spacetime curvature induced by mass–energy, but rather emerges from <i>weak nonlocal entanglement between microscopic spacetime fabrics</i> associated with each particle. This perspective replaces the classical dictum, "mass tells spacetime how to curve," with the foundational postulate: "Each mass carries its own spacetime, and gravity emerges when their fabrics entangle". In this model, each particle generates a localized micro-fabric of spacetime that interacts with others through a long-range, decaying entanglement field. This field, scaling as 1/<i>r</i><sup>2</sup> due to the geometric falloff of phase coherence in three dimensions, produces time dilation and curvature as emergent synchronization effects between these fabrics. The gradient in this temporal synchronization manifests macroscopically as the gravitational attraction described by Newtonian and General Relativity (GR). Building on earlier work regarding complex spacetime geometry and the Holographic Address Framework, the GTRF unifies GR and quantum entanglement under a single geometric–informational principle. Crucially, the GTRF framework accounts for dark matter phenomenology not as missing mass, but as the <i>residual coherence of ancient spacetime fabrics</i>. We demonstrate this by deriving modified field equations that incorporate an entanglement stress-energy tensor, which yields asymptotically flat galactic rotation curves without invoking unseen dark matter particles. We show that the weak-field limit of GTRF reduces to a <i>Modified Poisson Equation</i> that naturally generates the required asymptotic velocity profiles. Furthermore, the GTRF maintains consistency with high-precision Solar System tests, as demonstrated by the ability to tune the entanglement coupling functions to satisfy the stringent constraints on the Parameterized Post-Newtonian (PPN) parameters γ ≈ 1 and β≈ 1 and. Gravity, dark matter, and quantum entanglement are thus presented as different scales of the same underlying coherence principle.

American Journal of Modern PhysicsVol. 14(6)
NIMS University (IN)
Openalex Percentile: Top 32%
Quantum Electrodynamics and Casimir Effect
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