Fractal Progeny

Fractal Progeny is the reproduction of universes through Null Well collapse, in which child universes are born with parameters inherited from the parent and modified by the geometry of the collapse. A universe gains the capacity to reproduce when its accumulated tension exceeds the critical value T⨶ = HFC × ①⥂⧖‵ × R⚚. The collapse into a Null Well then seeds a child universe whose parameters are passed on through a geometric transformation G[κ, σ, L] (curvature, symmetry and a length scale), producing natural variation across generations. The book frames this as cosmological natural selection: universes reproduce like living organisms, through computational overflow instead of chemistry. Combined with vertical layering it forms the Dual-Axis Recursion, an infinite genealogical structure. It connects to Child Universe Inheritance Law, Data Gravity Collapse Threshold, Null Well Collapse, Dual-Axis Recursion, Child Universe Viability Probability, Reproductive Outcome Distribution and The Recursive Fractal Branch Architecture.