Description This work presents the Unified Energy Exchange Theory (UEET), a theoretical framework proposing that spacetime, matter, and fundamental interactions emerge from a microscopic discrete phase network operating at the Planck scale. In this model the universe is represented as a tetrahedral lattice whose nodes carry compact phase variables. Energy and information are exchanged between neighboring nodes through phase interactions similar to those found in XY-type systems in statistical physics. In the continuum limit, these interactions generate relativistic field dynamics and an effective spacetime geometry. Within the UEET framework: Spacetime geometry emerges from gradients of collective phase coherence in the network. Gravity appears as the elastic deformation of the phase network, producing effective gravitational dynamics analogous to the Einstein field equations. Particles correspond to stable topological soliton excitations of the phase field. Gauge interactions arise from internal geometric degrees of freedom of the network. The cosmological constant is interpreted as a statistical fluctuation of the microscopic phase network associated with holographic degrees of freedom. The framework connects concepts from quantum field theory, statistical physics, and holographic gravity, suggesting that quantum mechanics and general relativity represent different macroscopic limits of the same underlying microscopic phase dynamics. The paper outlines the mathematical structure of the phase-network model, its continuum field description, the emergence of gravitational dynamics, and possible connections to holographic entropy scaling and black hole thermodynamics. Several potential observational consequences are discussed, including possible deviations from exact Lorentz invariance at extreme energies, modified dispersion relations for gravitational waves, and a dynamical interpretation of the cosmological constant linked to the Hubble expansion rate. This work represents an initial formulation of the UEET framework and outlines directions for future research, including numerical simulations of phase-network dynamics, derivations of gauge interactions from network excitations, and further development of the emergent spacetime paradigm.
Samir Džolota (Fri,) studied this question.