A Closed Generative Framework for Physical Reality

This work presents a closed and self-consistent variational principle in which allknown physical constants, interactions, and symmetries emerge from the internal coherenceof a single informational field Ψ. No external parameters, background metrics,or coupling terms are introduced. The Universal Ψ–Lagrangian provides a generativeequation where quantum, relativistic, and cosmological domains are unified as stationaryinformational configurations.An explicit functional form of the self-referential operator Γ[Ψ] is derived, demonstratingthat geometry, charge, spin, and curvature originate from the internal correlationsof the field. The Lagrange multipliers λ1 and λ2 collapse analytically into a singleinvariant λuniv, establishing the fundamental informational curvature that gives rise toc, ℏ, G, α, and all measurable constants.A full dimensional analysis confirms that each physical quantity emerges with correctunits and numerical magnitude without empirical fitting. Intermediate calculationsshow how Planck’s constant, the speed of light, the gravitational constant, and the finestructureconstant appear as invariant informational ratios. The link between informationalcurvature and spacetime curvature is made explicit, allowing general relativityto be recovered as a large-scale limit of the closed field equation.Finally, experimentally testable predictions are provided, including gravitationalwaveechoes around 20 Hz, the neutrino mass, and the cosmological constant, all analyticallyderived from the same closed structure. The resulting framework constitutes adirect mathematical path to total unification — not descriptive but constitutive, wherereality itself is the set of coherent solutions of Ψ.Universal Psi Lagrangian - Field unification - Informational physics - Quantum gravity - Fundamental constants - Gravitational waves - Curvature coherence - Theoretical physics - Neutrino mass - Cosmological constant - Lambda_univ invariant - 20 Hz gravitational echoes - Unified field theory - Self-referential variational principle