Ignition Process

The Ignition Process is the definitive phase transition in which computational potential becomes dimensional reality through recursive amplification. It builds on the principle that null states cannot persist indefinitely and must resolve into structured existence. Information Conservation, I⊚ = I▱ + Iℜ, meets Critical Overflow Conditions through Recursive Density Accumulation; the resulting cascade is the Physical Nova, which the book calls the computational equivalent of the Big Bang and describes as deterministic rather than random. The process is preceded by pre-ignition dynamics, in which the substrate sits in equilibrium and proto-nova probabilities decide whether isolated energy concentrations collapse back into noise or form stable loops. Ignition defines the Absolute Beginning of Temporal Structure and transforms Pre-Pulse Field geometry into structured spacetime. It connects to the Ignition Loop, Ignition Condition, Recursive Density Accumulation, Data Nova, Proto-Nova Formation Probability and Null State Instability.