Emergence of Time from the Universal Ψ Field

Within the framework of the Universal Six–Pillar Lagrangian L(6)Ψ , time is derivedas an intrinsic quantity emerging from the internal dynamics of the field Ψ. It isshown that the temporal dimension corresponds to the ratio tΨ = Ψ/∂tΨ, representingthe coherence period of the universal field. When ∂tΨ = 0, the field becomes perfectlycoherent and time ceases to exist. All observable arrows of time—relativistic,thermodynamic and quantum—arise as projections of this informational gradient.A full variational derivation and the resulting differential equation for tΨ are presentedin explicit analytical form.