Kalam Framework

We propose a scalar vacuum information density field, denoted Omega, whose stable localised configurations represent particle states. The framework rests on three explicit postulates: (P1) a particle is a stable, high-Omega configuration of the vacuum field; (P2) the gravitational mass of a committed state is M = integral[rho_vac * exp(Omega) dV]; and (P3) the entropy of the field at a point is S = k_B * Omega, derived via the Massieu function. From P1 and P3 alone, with no free parameters, we derive: (i) a singularity cap Omega_crit = ln(rho_P / rho_vac) = 283; (ii) the proton-electron mass ratio 6*pi^5 = 1836.118 (0.002% error); (iii) a field scale Lambda = 1/(l_dS * l_P); and (iv) a classical neutrino mass m1 = hbar*c*sqrt(Lambda) = 4.19 meV, with a quantum-corrected range of 4 to 6 meV consistent with all current experimental bounds and falsifiable by the KATRIN experiment. Gravitational wave echo timescales are predicted with zero free parameters. Nine independent convergences with peer-reviewed results are documented. Limitations and open problems are stated explicitly throughout