Sci - Curvent Dynamics: Recursive Alignment Paths in Collapse Geometry

Sci - Curvent Dynamics: Recursive Alignment Paths in Collapse Geometry Armstrong Knight — intent-tensor-theory.com Curvent Dynamics introduces self-resolving paths in collapse geometry. The governing equation dC/dt = eta(nabla*Phi - C) + lambda(nabla x F) + mu*nabla^2*Phi couples alignment drive, rotational correction, and diffusive smoothing. A collapse metric M_ij replaces the spacetime metric of general relativity with a tension-field-derived geometry. Ricci curvature is shown to arise from recursive memory locking — not from mass. Running implementation: intent-tensor-theory.com/applied-itt