Ignition Condition

The Ignition Condition is the threshold criterion that marks the moment a Data Nova ignites: if the accumulated recursive processing T⫷ reaches the critical value T⨶, ignition occurs. It is stated as a rule attached to the Physical Nova Ignition Threshold: if T⫷ ≥ T⨶, then ✹ = TRUE. The threshold is the moment when recursive processing passes definitively from potential to dimensional reality, and it establishes the Absolute Beginning of Temporal Structure within the emergent domain. The book presents it as the last of three linked steps — exponential growth, resonance, and ignition — in which harmonic resonance locked to π-based geometry drives constructive interference and accelerates recursive accumulation until the ignition boundary is crossed, turning fragile fluctuation into irreversible amplification. It connects to the Physical Nova Ignition Threshold, Absolute Beginning of Temporal Structure, Resonance Condition, Ignition Loop and Self-Organized Criticality Dynamics.