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The Algebraic Representation of Gravity: The Single, Stateless, Static, and Scale-Invariant F= Equation, Unifying Gravitational and Electromagnetic Forces

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Zenodo
DOI
10.5281/zenodo.21349515

We present the mathematical representation of gravity, the single, infinitely precise, closed-form, radical simplification of General Relativity, and the traditional tensor and multi-variable calculus of gravity. This equation integrates three distinct, interdependent equations into a single static formula to yield a single instantaneous, deterministic force value, that unifies gravity with the electromagnetic field to a single, infinitely precise algebraic equation. Building upon the foundations established by Newton, Gauss, Maxwell, Einstein, and Lorentz, we demonstrate how this mathematical framework models orbital parameters consistent with Jet Propulsion Laboratory (JPL) data, illustrating that time is not an intrinsic component of space. While motion cannot exist without time, this framework shows that gravitational orbital movements are precisely calculated without time. Furthermore, this paper provides a universal definition for velocity, derives the equation necessary to precisely calculate a universal time while accounting for time dilation, and preserves the established framework for general relativistic observations such as gravitational lensing, frame dragging, and red shift. We separate time dilation into kinematic and gravitational time dilation independently, showing a universe ruled by a singular force: gravity.

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