Temporal Physics fundamental flow
In my model of Temporal Physics, the key principles are: Flows (FF) accumulate in a time-like sequence. The maximum flow is constrained by c c c , and when a flow reaches c c c , it inverts direction. Interactions between flows lead to the emergence of space-time structure and forces. Flow conservation applies, meaning positive and negative flows interact but do not cancel; they only redistribute. 1. Fundamental Flow Equation Each flow F i F_i F i evolves over a temporal step Δ t \Delta t Δ t , according to: F i + 1 = F i + Δ F F_{i+1} = F_i + \Delta F F i + 1 = F i + Δ F where Δ F \Delta F Δ F represents the rate of accumulation due to prior interactions. When F i F_i F i approaches c c c , we introduce an inversion function: F ′ = c − ( F − c ) = 2 c − F , if F ≥ c F' = c - (F - c) = 2c - F, \quad \text{if} \quad F \geq c F ′ = c − ( F − c ) = 2 c − F , if F ≥ c This ensures that flows do not exceed c c c but instead invert direction when this limit is rea...