Null Well Collapse

Null Well Collapse is the threshold event in which a universe's accumulated recursive tension exceeds its harmonic resistance, so that it collapses into a Null Well and, through that collapse, seeds a child universe with inherited parameters. Collapse is triggered when Tℜ ≥ T⨶ = HFC × ①⥂⧖‵ × R⚚: accumulated data weight overwhelms harmonic containment and forces a Null Well transition, a rupture in which physical evolution appears to stop while the data flows on. It is not an end: recorded states are sealed at the boundary, returned through the Null Well toward the substrate, and child universes inherit their parameters from the collapse geometry, so collapse drives Fractal Progeny and outward proliferation. In chapter 9 the book treats symmetry breaking as the same process that governs Null Well collapse and dimensional emergence, scaled to cosmic size: a perfectly symmetric recursive substrate accumulates density until critical overflow forces it into asymmetric structure. It connects to Data Gravity Collapse Threshold, The Law of Collapse-Inevitability, Fractal Progeny, Child Universe Inheritance Law, Outward Proliferation, Null Well and Critical Overflow Conditions.