Sci - Recursive Collapse Geometry as a Computational Substrate for Emergent Matter Shells

Sci - Recursive Collapse Geometry as a Computational Substrate for Emergent Matter Shells Armstrong Knight — intent-tensor-theory. com A computational realization of Collapse Geometry in which matter and charge emerge from recursive tension dynamics initiated by a scalar potential Φ rooted in an imaginary recursion anchor i₀. The Inverse Cartesian + Heisenberg Tensor Box (ICHTB) — a six-plane recursive field lattice — is introduced, defined formally, and numerically simulated on a 64³ grid. The simulation demonstrates spontaneous formation of a stable, curvature-locked charge density shell ρq without invoking classical force laws or spatial containers. The governing equations (CTS master PDE, curvent dynamics, collapse memory tensor) are stated as formal propositions. The Generalized Collapse Calculation Procedure (GCCP) is provided as a reusable scaffold for all subsequent Collapse Geometry simulations. Results include the X-pattern anisotropy fingerprint of the ICHTB geometry, shell quantification, and convergence analysis. Running implementation: intent-tensor-theory. com/applied-itt