THE PHYSICAL NON-ENFORCEMENT OF MATHEMATICS

This paper tests whether mathematics itself constitutes a physically enforcing component of reality. Using a strict mechanism-only, elimination-by-necessity framework, it examines whether mathematics enforces physical change through force, energy exchange, momentum transfer, or reciprocal back-reaction. By removing mathematical representation while retaining all physically enforcing interactions and observing invariant physical evolution, the paper demonstrates that mathematics does not participate in physical causation or enforcement. The result establishes mathematics as a non-enforcing representational system applied after physical enforcement, rendering physically inadmissible any framework that assigns causal or ontological power to mathematics itself.