Phase-Synchronized Recursion

Phase-Synchronized Recursion is recursive processing whose cycles are coordinated in phase, so that resonance turns it into explosive amplification that culminates in dimensional emergence. The book introduces it through the Ignition Loop. Phase alignment dynamics from Part 9.5 show that phase relationships can accelerate or delay recursive processing, and the π-defined harmonic structure of Part 9.8 shows that Resonance Conditions follow the same geometry as binary transitions. When recursion is synchronized in this way, Information Conservation, I⊚ = I▱ + Iℜ, meets Critical Overflow Conditions through Recursive Density Accumulation, and the Physical Nova follows: a deterministic transition from pure potential to physical reality, which the book calls the computational equivalent of the Big Bang. Ignition then defines the Absolute Beginning of Temporal Structure. It connects to Ignition Loop, Resonance Condition, Critical Overflow Conditions, Recursive Density Accumulation, Data Nova, Nova Ignition and Absolute Beginning of Temporal Structure.