Gravity as a Flux-Area Law

This paper presents a reformulation of gravity based on flux distribution rather than distance alone. The conventional inverse-square law is interpreted as a geometric consequence of flux spreading over a spherical surface. By introducing the concept of an effective flux area, the model allows for propagation-dimension transitions in which the spreading geometry deviates from spherical symmetry. In particular, a channel-like propagation regime leads to a slower growth of the effective area, resulting in a 1/r scaling of the gravitational field and naturally producing flat galactic rotation curves without requiring dark matter. The framework preserves Newtonian mechanics while shifting the focus to flux density and geometric propagation structure Earlier versions of this work explored projection-based interpretations of motion. The present paper reorganizes the framework around flux-area considerations, which provide a more direct and geometrically consistent description.