The Paton System defines structural laws governing admissibility, persistence, and termination independent of domain interpretation. While these laws establish universal structural conditions for continuation, practical application requires a translation layer connecting abstract structure to domain-specific systems. This paper introduces the Domain Mapping Layer, a minimal procedure that translates Paton structural laws into operational evaluation across disciplines including mathematics, physics, computation, biology, cognition, economics, and organisational systems. The mapping procedure preserves domain independence while enabling consistent admissibility evaluation across domains. By formalising this translation step, the Paton System establishes a consistent pathway from structural principles to practical application without modifying the governing laws of individual disciplines. The result is a universal methodological bridge linking Tier-6 structural laws to Tier-7 domain instantiations within the Paton System architecture.
Andrew John Paton (Sat,) studied this question.