G Model scientific reading edition

How the G Model Works

By Gurbuz Dolu, Electrical Engineer & independent researcher, Princeton, New Jersey, USA.

The G Model proposes that matter and spacetime fabric are different. Matter can load and disturb a local causal structure; neighboring regions respond, and the collective response is investigated as a possible origin of gravity.

Its working postulates distinguish matter from the fabric, retain a universal local structure with no preferred direction, represent real objects across many cells, distinguish intrinsic fabric time from matter-facing response time, and allow local geometry to track a new equilibrium after conditions change.

Six core ideas

1. Causal fabric — Spacetime is modeled as a connected network of local causal relationships.

2. Neutral local cell — The basic local module uses four balanced lightlike directions and six pair connections.

3. Matter loads the fabric — Matter is not the fabric. It can enter a region and disturb the local causal balance.

4. Deformation is described by M — M = 0 is the neutral state. M ≠ 0 represents a local disturbance or deformation.

5. Neighbors respond — A disturbance can redistribute through connected cells and the local geometry can move toward a new balance.

6. Gravity is collective — The model asks whether large-scale gravitational behavior can emerge from many local causal responses acting together.

Working postulates in plain language

Matter and fabric — Matter may disturb spacetime, but matter is not identified with the spacetime fabric itself.

Universal local structure — The basic fabric scale should not depend on which planet, material, or measuring object is used.

No preferred local direction — A neutral cell should not contain a physically preferred spatial orientation.

Real objects occupy many cells — A planet, star, car, or distributed source must be represented by its full energy, shape, boundary, and stress-energy.

Two time roles — T_c is the intrinsic/common fabric time; D_0 is the matter-facing response or aggregation time. They are not assumed equal in general.

Re-equilization — After conditions change, local geometry may track a new equilibrium rather than instantly returning to M = 0.