Degrees of Freedom Boltzmann Constant in Temporal Physics
Running into a realization cause by Boltzmann constant. The function of a flow while interactiong comes from two flows, not just one. So while I've calculated everything from the point of view of one flow, I should have been consdiering two flows. Modified Force Equation First, let's establish the modified force equation: Given the original force relationship: F = h c F t F = \frac{h}{c} F_t The modification introduced by the coupling factor 2 π \frac{2}{\pi} leads to: F ′ = 2 π F F' = \frac{2}{\pi} F Substituting the original expression for F F : F ′ = 2 π × h c F t F' = \frac{2}{\pi} \times \frac{h}{c} F_t Thus, the modified force is: F ′ = 2 h π c F t F' = \frac{2h}{\pi c} F_t This implies that the interaction strength at the quantum gravity scale is damped or scaled by 2 π \frac{2}{\pi} , reflecting the interplay between linear and cyclic temporal flows. 2. Mass in Temporal Flows As you noted, mass in your model is related to temporal flows . The m...