Skip to content
Registration Theory
← All papers
SupportingFoundations

Invariant Registration Closure in a Conjugate Three-Dimensional Carrier: Complexification, Triadic Closure, SU(3) Automorphisms, and the Boundary to Physical Confinement

A foundational closure note deriving a conjugate complex three-dimensional carrier, the unique alternating triadic closure form, and the SU(3) automorphism group that preserves Hermitian magnitude and triadic closure, while isolating the closure-to-bounded-boundary bridge as an open physical theorem target.

Scope

Exact mathematics includes the odd-dimensional complex-structure obstruction, conjugate doubling to complex dimension three under a fixed paired-sector identification, uniqueness and normalized bounds of alternating triadic closure, and Aut_C(W,h,Omega) ≅ SU(3). Singlet persistence and adjoint boundary-current cancellation are conditional on equivariance and representation assumptions. The paper does not identify the carrier uniquely with QCD color or derive local gauge dynamics, bounded spatial extent, confinement, asymptotic freedom, or a Yang-Mills mass gap.

Relation to other papers

Relevant research claims

Keywords

  • Registration Theory
  • Trinity
  • invariant registration closure
  • conjugate registration
  • three-dimensional relational carrier
  • complexification
  • complex structure
  • C3
  • Hermitian form
  • alternating three-form
  • triadic closure
  • SU(3)
  • singlet closure
  • physical objecthood
  • boundary current
  • confinement
  • ACRF-4