The Boundary Stability Verification Gate (BSVG) is a formal admissibility operator that determines whether a system boundary remains structurally valid under stress, scale shift, perturbation, or interpretation. The construct distinguishes boundary failure from internal system change and prevents continuation of analysis when boundary integrity is uncertifiable. BSVG functions as a non-interfering classification gate applicable across scientific, logical, mathematical, and observational domains. It does not modify underlying models or laws but constrains interpretation by verifying boundary stability prior to inference. The operator is falsifiable in principle and applies wherever conclusions depend on defined domain limits.
Andrew John Paton (Sun,) studied this question.