A unified conceptual and computational framework is presented in which physical reality is modeled as a single wave continuum: a continuous energetic substrate whose excitations — described by the continuum wavefunction Ψ (r, evolution parameter (time), modes) — give rise to matter, fields, space and time at different scales. The work uses a multicomponent approach in which electronic, gravitational and other modes are treated as coupled wave fields. Dynamics are specified via a generalized Schrödinger equation in nonrelativistic sectors and a relativistic wave equation with the d’Alembert operator in relativistic sectors; nonlinear interaction operators NΨ account for self-interaction, intermode coupling and effective dissipation. Observables are expressed through expectation values and density operators; energies are computed as volumetric integrals of the squared amplitudes of the continuum wavefunctions.
Rene Gerg (Thu,) studied this question.