SUCCESS Module Geometry

SUCCESS Module Geometry formalizes the terminal geometry governing completion, stabilization, and safe termination in near-critical systems. The SUCCESS module defines a certified terminal state characterized by invariant basin occupancy, zero gate activation, inert curvature, stationary verification taps, and sink equivalence across representations. The paper proves that SUCCESS is not a behavioral convention but a geometric fixed point enforced by admissibility, spectral constraints, and observer invariance. Once entered, SUCCESS irreversibly ends control loops, drift dynamics, and amplification, sealing the system within the Einsteinian Stack.