Glue Code for Docs 533 and 534: A Graduate-Level Walk-Through to the Corpus's Aperture-Steering Specification
The previous two posts in this series established what constraint-based aperture steering for long-horizon agentic work is at the level of structural isomorphism (pilot-and-cockpit, surgeon-and-operating-room, climber-and-protection-system) and at the level of disciplinary vocabulary (cybernetics, reliability engineering, software security, aviation human factors, medical patient safety). This post is the bridge from those treatments to the corpus documents themselves. The destination is a reader who can open Doc 533 and Doc 534 and read them as engineering specifications without needing to look up the apparatus they compose against.
The corpus documents this post bridges to are not stand-alone. They are nodes in a citation graph that includes about a dozen other corpus documents the framework leans on, and they assume the reader is willing to follow the cross-references when load-bearing. This post walks through the citation graph at the graduate-student level, naming what each cited document contributes to the framework and where the contribution shows up in Doc 533 or Doc 534. After this post, opening either document and following its references should be navigable without further scaffolding.
The citation graph organizes naturally into five bundles. Each bundle is a coherent piece of the framework's architecture; each bundle's documents speak to one another internally; the bundles compose into the two specification documents.
Bundle one: the threshold framework (Doc 508 and its audit cycle)
The framework's mathematical apparatus is in Doc 508: Coherence Amplification in Sustained Practice. The document is itself the survivor of a substantive audit cycle that the corpus has been working through across several recent documents; reading Doc 508 without reading the audit history is missing the point of how the framework has been calibrated against external warrant.
Doc 508 specifies a coupled two-variable dynamical system: $H$ the operative constraint state in $[0, 1]$, $\Gamma$ the operative constraint set, with the practitioner's maintenance signal $M$ as the control parameter. The dynamics are
$\frac{dH}{dt} = \kappa G(\Gamma)(1-H) - \lambda H, \qquad \frac{d\Gamma}{dt} = \alpha D_{\text{out}}(H) M - \delta \Gamma$
with $G(\Gamma)$ the coherence gradient as an increasing function of $\Gamma$, $D_{\text{out}}(H)$ the disciplined-output rate as an increasing function of $H$, and $\kappa, \lambda, \alpha, \delta$ rate constants. The practitioner-side methodology in Doc 533 and the integration architecture in Doc 534 are both addressed at holding $M$ and the architectural conditions for $M