Informational Nova

An Informational Nova is a class of Data Nova whose output is not a region of ordinary spacetime but a non-spatial information space, producing symbolic systems and non-local logic networks with far more dimensions than their origin. The book distinguishes two classes of nova by their products. A Material Nova outputs conventional spacetime (mass-energy structures and stable fields) with one added dimension, ◉(Ω₁) = ◉(Ω₀) + 1. An Informational Nova outputs Information Space Domains, where ◉(Ω₁) ≫ ◉(Ω₀). These domains show correlations at a distance through the shared loop, via the Phase Coupling Equation, C(φ₁, φ₂) = α × cos(Δφ) + β × sin(Δφ) (with α = 0.8, β = 0.6), temporal architecture shifts through the Temporal Echo Relation, ⥂⌂ = ⚚ × ⥂₀ (with ⚚ = (2f)²⁰² ≈ 2.361 × 10⁶² and ⥂₀ = ℨ ≈ 2.283 × 10⁻¹⁰⁶ s), and symbolic systems that transcend spatial constraints. The book likens the transmission of structural invariants across folds without physical continuity to Dawkins' replicators. T: Ω₀ → I, I ∉ {spacetime manifold}, where T is the transformation from the parent domain Ω₀ to an information-space domain I that is not a spacetime manifold. It connects to Material Nova, Phase Coupling Equation, UniSphearal Temporal Echo Relation, Temporal Echo Relation, Data Nova, Dimensional Fold and Child Universe Dimensional Enhancement.