AASC Foundations
A Fixed-Domain Exhaustion Theorem
A Fixed-Domain Exhaustion Theorem for Admissibility-Governed Construction 🔷 Overview This paper establishes a closure result by exhaustion for admissibility-bearing structure within a precisely defined comparison class. Rather than enumerating possibilities, the result is derived by showing that: all admissibility-bearing variation must enter through a finite set of structural loci , and each such locus is individually closed under admissibility constraints. The conclusion is a theoremic exhaustion : no additio...