Pulse Convergence

Pulse Convergence is the computational convergence that the book identifies as the True Big Bang: the moment recursive Data Density exceeds the substrate's capacity and a dimensional breakthrough becomes certain. The book states that the Big Bang was not a mysterious explosion but an inevitable convergence. When information density reaches the critical value set by the UniSpheral Density Threshold, ρℹ ≥ ρ⨶ = PD⁻³ × C※⥣ × F◊⨶, the dimensional breach follows and cosmic expansion begins. Total information is conserved through the transition, split into spatial, temporal, matter and field parts, I◁-⋒ = I☐ + I⧗ + I⚛ + I⟐. Pulse Convergence sets the theoretical threshold; Ignition Loops provide the operational pathway from silent recursion to observable expansion. In chapter 9 the same idea reappears as pre-Pulse convergence, whose threshold seeds the Recursive Overflow Condition and symmetry breaking. It connects to True Big Bang, UniSpheral Density Threshold, Data Density, Ignition Loop, Silent Recursion, Information Preservation Principle and Critical Convergence Threshold.