Fractal Timespace: A New Paradigm for the Math of Reality
Introduction: Timespace as Metaphysical Structure I've been developing a model that reframes our understanding of reality: what if space is not fundamental, but rather emerges from a deeper metaphysical structure governed by time and fractal patterns? In this framework, the physical universe we observe is a manifestation of an underlying mathematical architecture—a metaphysical scaffolding that gives rise to our perception of spacetime. The core relationship in this model is given by: Δ x = c t 0 ( Δ t t 0 ) α Where: Δ x \Delta x represents the emergent spatial interval Δ t \Delta t is the interval between temporal points t 0 t_0 is a reference time scale (possibly Planck time) c c is the speed of light (serving as a conversion factor) α \alpha is a scaling exponent encoding the fractal nature This equation doesn't describe physical reality directly—it describes the metaphysical template from which physical reality emerges. When α = 1 \alpha =...