This paper closes the editorial loop for a multi-manuscript program in machine-checked mathematics. The executive claim is that a single collapse / refinement / fiber architecture---certification at a bare carrier, strict comparison upstairs, obstruction organized as fiber and section data---is instantiated internally in dependent type theory, validated on twelve external mathematical families, and then discharged into algebra, arithmetic (embedding problems), topology (Quillen for Galois connections), and logic/computability (self-certification and halting anchors). We state the role of each companion paper, a cross-domain dictionary, route labels used in the program (C/A/B/D), and what remains open. The intended reader is an advanced mathematician who has not read the series; citations p
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Nova Spivack
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Nova Spivack (Sun,) studied this question.
synapsesocial.com/papers/69d49f8ab33cc4c35a227f8f — DOI: https://doi.org/10.5281/zenodo.19430491