Version 4 of the Cohesion UFT Research Calculator incorporates the exact closedform solution for the density-dependent propagation function R(Dst), derived from theclassical recursion Lagrangian without quantum field theory. The exact solution is:R(1 + 2R4)1/4= C · D1/6st , C =131/4 D1/6GUT,with exponent n = 1/6 derived exactly from the equation of state w = (1−2R4)/(1+2R4)of the classical recursion field. Open Problem 1 advances from 20% to 90% complete:the functional form is derived; fixing DGUT in physical units from observational datais the one remaining step. An unexpected consequence incorporated in the calculatoris that inflation requires no separate mechanism: it is the Dst → 0 limit of the exactsolution, where R → 0 and the propagation speed 1/R → ∞. The R(Dst) workbenchformula box, the derivation chain in the Quick Reference, the key formulae, and theopen problem navigator are all updated. No other modules change from Version 3
Gilbert et al. (Wed,) studied this question.