G Model scientific reading edition
Gravity: How Gravity Is Described | G Model Perspective
By Gurbuz Dolu, Electrical Engineer & independent researcher, Princeton, New Jersey, USA.
· Published 2026-09-09
In established physics, gravity describes the motion of matter and light in the presence of mass-energy. Newtonian gravity uses an inverse-square field in its domain; general relativity describes gravitation through spacetime geometry.
The G Model does not replace those established descriptions on this page. It asks whether a more microscopic causal structure could account for a gravitational field while remaining compatible with the tested weak-field and relativistic limits.
The retained proposal treats matter and spacetime fabric as different things. Matter can load or disturb a local causal structure, neighboring regions can respond, and a collective response is investigated as a possible origin of gravity.
In the weak branch, the working identifications are Φ = c²M and g = −c²∇M. The source equation and the numerical coupling depend on the stated source, response, and scale assumptions; they are not independent experimental validation.
The four-null geometry, Minkowski reconstruction, and six-channel identities are exact within their declared mathematical construction. The physical ontology, absolute scale, microscopic dynamics, and distinctive independently fixed prediction remain conditional or open.
Gravity in ordinary physics
In established physics, gravity describes the motion of matter and light in the presence of mass-energy. Newtonian gravity uses an inverse-square field in its domain; general relativity describes gravitation through spacetime geometry.
The G Model does not replace those established descriptions on this page. It asks whether a more microscopic causal structure could account for a gravitational field while remaining compatible with the tested weak-field and relativistic limits.
The G Model perspective
The retained proposal treats matter and spacetime fabric as different things. Matter can load or disturb a local causal structure, neighboring regions can respond, and a collective response is investigated as a possible origin of gravity.
In the weak branch, the working identifications are Φ = c²M and g = −c²∇M. The source equation and the numerical coupling depend on the stated source, response, and scale assumptions; they are not independent experimental validation.
The four-null geometry, Minkowski reconstruction, and six-channel identities are exact within their declared mathematical construction. The physical ontology, absolute scale, microscopic dynamics, and distinctive independently fixed prediction remain conditional or open.