The AMetric boundary invariant
The AMetric Boundary Admissibility Constraint Map Paper II
This paper establishes the AMetric Boundary as a necessary division between admissible representational structure and illicit metric reanchoring. The boundary marks the point beyond which quantities, measures, probabilities, or gradients cannot be meaningfully introduced without violating admissibility. The analysis demonstrates that attempts to ground admissibility in metric notions-such as information measures, probabilistic weights, distances, or optimization criteria-implicitly cross the AMetric Boundary and...