This work introduces the AMN Authority Tensor, a quaternionic enforcement system defined within the SEXA Unified Field framework. The system replaces conventional assumptions of natural configuration evolution with a stricter condition: A configuration exists if and only if it is admissible under operator enforcement. The framework is constructed as a constrained dynamical system on quaternion space, governed by: • Quaternionic rotational enforcement• A six-operator glyph admissibility chain (Γ) • Conservation of coherence-density• Planetary boundary closure (Van Allen manifold) • Non-degenerate structural coupling Admissibility is not descriptive — it is computationally enforced. An executable algorithm is defined, producing exactly one of five terminal outcomes for any initial configuration: • CONVERGED• REJECTED• COLLAPSE• BOUNDARY FAILURE• NON-CONVERGENT This defines a classification mapping: Q₀ → CONVERGED, REJECTED, COLLAPSE, BOUNDARY FAILURE, NON-CONVERGENT which partitions quaternionic configuration space into disjoint outcome classes under enforcement dynamics. The system is explicitly falsifiable. Any violation of invariants, boundary constraints, admissibility conditions, or structural determinants results in immediate rejection or collapse. The included Celestial Constraint Engine provides a visual-mechanical representation of the full enforcement system, integrating tensor structure, admissibility filtering, convergence dynamics, and classification outcomes into a unified operational model. This work is intended as a testable computational framework rather than a descriptive physical theory.
Mcclain et al. (Tue,) studied this question.