La Profilée proposes a structural admissibility condition for determinate existence under real transformation: IR = R / (F · M · K) ≤ 1. This paper specifies the conditions under which this claim can be empirically tested, independently measured, and falsified. The goal is not to extend the theory, but to expose it to direct verification pressure. A structural law that cannot be falsified is not a law. This paper defines what would count as disconfirmation.
Marc Maibom (Tue,) studied this question.