Dist Babble

  From Temporal Flow to Spacetime Geometry: Why Fluctuations Act as Scalar Fields in Temporal Flow Physics In the Temporal Flow Physics (TFP) framework, time is fundamental , while space, geometry, and matter emerge from the interactions of quantized one-dimensional temporal flows. Central to this theory is the flow field F ( x ) = F ˉ ( x ) + δ F ( x ) , F(x) = \bar{F}(x) + \delta F(x), which encodes the locally quantized rate of temporal progression at each point in a proto-manifold. This field decomposes into: A background flow F ˉ ( x ) \bar{F}(x) , which establishes causal structure and defines an emergent manifold with coordinates x μ x^\mu , and A fluctuation δ F ( x ) \delta F(x) , representing local deviations in the rate of temporal flow that manifest as matter , quantum fields , and gravitational phenomena . The alignment interaction —a term in the fundamental action that penalizes disparities in flow rate between neighboring flows—plays a pivotal role. I...