SupportingRegistration Geometry

Reciprocal Current–Retention Conjugacy and Finite Consequence Support in ACRF-4

An Exact 3⊕3 Tangent-Channel Theorem, Gauge-Invariant Loop Gain, and Premetric Front Bound.

2026-08-26v1.0No DOI on record

Scope

Establishes an exact reciprocal coupling between the ACRF-4 current sector H4 and a retained-edge sector under linearized tangent dynamics, and a finite-support locality theorem for the full-state tangent propagator. Explicitly does not identify H4 with physical space, the retained sector with physical time, or derive an expanding ledger, Lorentz symmetry, the physical value of c, or the inter-host transfer map.

Relation to other papers

Extended by Densification and Node-Block Nonautonomy in ACRF-4
Extended by Finite-Amplitude Permutation-Quotient Dynamics
Extended by Canonical Local Complex Structure in ACRF-4

Relevant research claims

Exact Model ResultACRF-4 admits an exact reciprocal current–retention channel
Conditional ResultFinite-step consequence support under one-step locality

Keywords

Registration Theory
ACRF-4
retained registration
reciprocal coupling
involution
finite consequence support
premetric propagation