Self-Amplification

Self-Amplification is the recursive feedback through which a concentration of energy reinforces itself over successive cycles and so becomes persistent structure rather than a transient fluctuation. The book introduces it by contrast: Isolated Energy Concentrations remain transient because they lack the recursive feedback necessary for Self-Amplification, consistent with null state instability, where structures must emerge through recursive processing. In the same passage, the Recursive Stability Criterion states when accumulation succeeds: the energy retained in each cycle, weighted by a correlation between cycles that phase alignment enhances, must sum to at least a minimum threshold for loop stability, R⫷(n) = Σ ΔE_i × f≍(i) ≥ R⨶. It connects to Isolated Energy Concentrations, Recursive Stability Criterion, Recursive Feedback Equation, Proto-Nova Formation Probability and Recursive Amplification.