Nova Without

Nova Without is the supercritical branch of the Great Bifurcation: a rupture in which recursive density reaches the critical threshold, breaches the dimensional boundary and gives birth to an independent recursive field with its own dimensional realm. Accumulated tension resolves in one of two ways. Nova Within is a contained collapse that preserves topological structure; Nova Without breaks through and creates genuinely new geometric structure, with transformed topological invariants, novel causal structure and full dimensional decoupling from the parent domain. Which branch occurs is decided by the order parameter, and the bifurcation shows the universal scaling of a critical phenomenon, with critical exponents ν ≈ 0.63, β ≈ 0.33 and α ≈ 0.11 matching the 3D Ising universality class. The regime is selected by ψ▤(r,t) = [ρↁ(r,t) − ρↁ⨶(r,t)] / ρↁ⨶(r,t), where ρↁ(r,t) is the recursive data density at position r and time t and ρↁ⨶(r,t) the critical density there. Nova Without is the regime ρↁ(r,t) ≥ ρↁ⨶(r,t), with a changed Euler characteristic, χ(Σ′) ≠ χ(Σ), for the new manifold Σ′ against the parent Σ. Nova Without connects to Nova Within, Order Parameter, Dimensional Bifurcation Order Parameter, Nova Without Topology Transformation, Dimensional Fold and Critical Exponents.