Reformulation, in temporal physics (again)
Reformulating Physics: The Temporal Index Approach Introduction Physics, as traditionally understood, treats space and time as distinct but interwoven concepts. However, what if space is not fundamental at all? In this model, space is just an emergent sequence of time values, and all physical equations must be rewritten in terms of this fundamental temporal index. By reformulating relativity, quantum mechanics, classical mechanics, electromagnetism, and thermodynamics, we uncover a deeper coherence in how reality operates. The speed of light is no longer a velocity limit but a maximum rate at which index values can change. Mass is measured in seconds, momentum is a rate of index change, and energy is a function of sequencing constraints. Reformulating Relativity in Temporal Index Notation Lorentz Transformation t index ′ = γ ( t index − ( t index value change ) c ) t'_{\text{index}} = \gamma \left( t_{\text{index}} - \frac{(t_{\text{index value change}})}{c} \right) Time Dilat...