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This framework derives gravity from a higher-dimensional space, linking geometric concepts to traditional mechanics.

July 1, 2026Open Access

Gravity as an Emergent τ-Evolution-Rate Field

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Randomized trial investigates gravitational dynamics in relation to cosmic evolution, suggesting fundamental constants' stability.

This framework derives gravity from a higher-dimensional space, linking geometric concepts to traditional mechanics.
Derivation of gravity as a field from a complex-time manifold framework.
Reconstruction of the Einstein tensor using graph-Laplacian update laws under linearisation.
Development of predictions regarding cosmic evolution and fundamental constants based on entanglement.
Gravitational acceleration is expressed as a gradient of an evolution-rate field, conforming with General Relativity.
The coupling constant is geometrically derived, indicating parameter rigidity without free dimensional parameters.
Predictions about the stability of fundamental constants correlate with observational data, setting limits on variations.

Harvey Sang (2026) studied this question.

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