Dist Babble

  Wave-Particle Duality in the Temporal Framework Temporal Flow as a Foundation: Temporal Flows: Temporal flows are the fundamental dynamics from which spatial dimensions emerge. These flows can be considered as vectors in a time-evolving vector space. Emergent Spatial Vectors: Spatial dimensions are derived from interactions among these temporal flows, resulting in structures that can be visualized in space. Wave Behavior: Continuous Temporal Flows: The continuous nature of temporal flows gives rise to wave-like behavior. These flows exhibit patterns similar to waves, where fluctuations and interactions create wave phenomena. Wave Equation: The wave-like nature of temporal flows can be described by equations similar to the wave equation in classical physics. For example, the wave equation in this context is: (Second partial derivative of T with respect to time) - (Laplacian of T) = 0 Here, T represents the temporal field, and its variations in space and time give rise to wave ...

 Building up time. You could think of time as physical, or much more basic such as meta dynamics of what is physical. Sense you are working with a single dimension that builds up dimensons through interations.  c = j⋅r_i + 2⋅(Δr_i / Δj)⋅r_i Where: c is the result  j is flow (a positive or negitive value) r_i represents a rate (which is a conglomerate of flows) Δr_i and Δj represent changes in rate and flow, respectively given the "speed" of light consider our dimensions are D = fa + fb A dimension (D) emerges as the ratio of two interacting flows (fa and fb). This suggests that dimensions are not absolute, but relative measures arising from the interaction of more fundamental entities, flows. Lets go further and say space emerging from time. A metric for this space as: ds² = Σ(Ri + fi)² * dxi² Where i runs over all dimensions. Include our speed of light in the metric ds² = c² * [dt² - (1/c²) * Σ(ri² * dx0²)] Events with ds² > 0 are timelike separated, ds² = 0 are light...