Viridis Compiled Theorem Stack — Canon v6 (Heat and Disorder + Gaian Thermodynamic Uncertainty + Symbiotic Valuation + D-Score Measurement Closure)
Rattachement africain : si. Niveau de preuve : code pays fourni par la source.
Le résumé fourni par la source
The Viridis Canon — Lean-Checked Conditional Mathematics for the Intelligence Bound. A machine-checked formal corpus underpinning the Viridis research program on the thermodynamics of intelligence and its application to planetary conservation. Its spine is the Intelligence Bound — a Landauer/erasure-grounded limit on the rate of intelligence creation — formalized in Lean 4 and extended through a stack of modules spanning information theory (the D-Score biodiversity metric), graph-theoretic landscape optimality (HDFM / dendritic corridors), thermodynamic economics, alignment-as-feasibility (Goodhart impossibility), the speed-limit shadow-price tower, and the recovered post-Wolpert erasure-side footing. Every theorem's type is machine-verified in Lean 4 (pinned toolchain; axioms audited to {propext, Classical.choice, Quot.sound}). The canon deliberately distinguishes proof validity from physical and empirical validity: it is conditional mathematics with explicit assumptions, not a claim that those assumptions describe nature. Headline results are graded by formal strength in CLAIMS_MATRIX.md via the labels in THEOREM_STATUS_TAXONOMY.md (Derived / Conditional / Definition-expansion / Bridge-assumption / Empirical-hypothesis / Conjecture / Exploratory), with separate formal and interpretive status. Empirical validation is reserved for the companion papers and field studies. Concept DOI 10.5281/zenodo.19317982 always resolves to the latest version. Source mirror: github.com/jdhart81/viridis-canon. Co-authored with Aristotle (Harmonic). This version (v6). Added the Heat-and-Disorder book spine, GTUT, SVT, and D-Score Measurement Closure (22 modules). Superseded as head by v9.1.1; the concept DOI resolves to the latest version.
Ce résumé expose les affirmations des auteurs. BNTIC ne l’interprète pas comme une validation indépendante des résultats.
Le contrôle bibliographique ouvert
Les institutions déclarées
Une affiliation ne permet pas de déduire la nationalité d’un auteur.