TFP-Adapted Maxwell Equations
Maxwell’s Equations in the Temporal Flow Physics Framework Introduction In classical electromagnetism, Maxwell’s equations describe the behavior of electric and magnetic fields as fundamental quantities. In Temporal Flow Physics (TFP) , we take a different perspective: time is fundamental, while space and fields emerge from the behavior of quantized one-dimensional temporal flows. This paper presents a reformulation of Maxwell’s equations within the TFP framework, in which electric and magnetic fields arise as emergent effective quantities from fluctuations and gradients in the temporal flow field F ( x , t ) F(x, t) . We derive these modified equations, show their reduction to classical electrodynamics in the appropriate limit, and explore their capacity to predict new physical effects. Section 1: The Temporal Flow Field and Emergent Fields In TFP, the fundamental field is the 1D quantized temporal flow F ( x , t ) F(x, t) , from which spacetime and fields emerge. We decompose...