We present a phenomenological framework redefining rest mass as a processual emergent equilibrium rather than a static scalar parameter. By applying princi- ples of information theory and dynamic flow analy- sis to quantum field interactions, we model elemen- tary fermions as η-transducers. These dynamic sys- tems continuously sample the Higgs vacuum expecta- tion value, resolving the systemic asymmetry between probabilistic field fluctuations and macroscopic iner- tial stability. Identifying the wave function density |ψ| 2 as an emergent gravitonic flow ρg, we propose a modified action coupling the Einstein-Hilbert for- mulation to the localized transduction process. This model mathematically bridges systemic stability with quantum field interactions, offering verifiable predic- tions for high-eccentricity inertial fluctuations.