Recursive Amplification

Recursive Amplification is the self-reinforcing growth of recursive processing that, in the book's account, drives cosmic emergence as a computational phase transition rather than a spontaneous quantum fluctuation. The universe is born when the Prime Pulse substrate reaches Critical Recursive Density through Cascading Feedback Loops, the computational equivalent of the Big Bang. Before amplification, random fluctuations sit between dissipation and ignition; proto-nova probabilities and the Recursive Stability Criterion decide whether energy concentrations fall back into noise or form stable loops that can fuel recursion. Phase alignment can accelerate or delay the process, and π-based Resonance Conditions let Phase-Synchronized Recursion turn it explosive. Information Conservation, I⊚ = I▱ + Iℜ, then meets Critical Overflow Conditions through Recursive Density Accumulation, and the resulting Physical Nova carries the deterministic Ignition Loop into dimensional reality, defining the Absolute Beginning of Temporal Structure. It connects to Computational Phase Transitions, Critical Recursive Density, Cascading Feedback Loops, Ignition Loop, Ignition Process, Phase-Synchronized Recursion, Recursive Amplification Factor and Data Nova.