Informational Entropic Gravity (IEG): Deriving G from the Informational Basis of Spacetime within the F-HUB Framework

14 November 2025, Version 1
This content is an early or alternative research output and has not been peer-reviewed by Cambridge University Press at the time of posting.

Abstract

This paper proposes Informational Entropic Gravity (IEG), a new derivation of Newton’s gravitational constant G grounded in the Feldt-Higgs Universal Bridge (F–HUB) framework. Rather than treating gravity as fundamental, IEG interprets spacetime curvature as the statistical equilibrium of structured quantum information. By combining entropy-information correspon- dences, holographic boundary conditions, and the Higgs-informational coupling, G is recovered in closed form from known constants without circular assumptions. This informational route unifies entropy, mass, and curvature into a single basis, reframing gravity as an emergent consequence of informational geometry. The result is a dimensionally consistent, testable law that challenges dark placeholders and restores explanatory power to the informational paradigm. If correct, IEG not only situates G within the same architecture as mass and entropy but also signals that gravity itself is evidence of the universe’s informational foundation. Gravity emerges not as a fundamental force but as a statistical equilibrium of structured information.

Keywords

Informational Entropic Gravity (IEG)
Spacetime curvature
F-HUB Theory
Holographic principle
Informational cosmology
Derivation of Newton’s constant G
Entropy and mass generation
Quantum information
Emergent space- time

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