The Catalogue: Mapping Invariants to Protocol
Mapping Invariants to Protocol
- Mapping the invariants onto the protocol
| Axiom | Invariants that instance it | |---|---| | A₀ inversion | Falsification (Popper), Gödel, the negation test | | A₁ polarity | Duality/complementarity (§3.14), symmetry ↔ breaking (§3.3–3.4) | | A₂ the grain | Dissipation (§3.1), least action (§3.2), compression (§3.10), Tao/wu wei, maximum power (§3.18) | | A₃ convergence | Physics unification (GUT), free energy (§3.11), emergence (§3.13), Pareto (§3.15), general systems theory | | A₄ the floor | Thermoeconomics/exergy (§3.18), Ostrom's commons (§3.19), coercion-cost | | A₇ signatures | The whole of §3 — but the signal is compressibility of the convergence (§3.10) | | A₈ maker-system | Autopoiesis (§3.8), observer/participatory universe (§3.21), strange loops (§3.9) | | A₁₁ the receipt | Information/Landauer (§3.10), ledger, provenance | | A₁₂ recursion | Cybernetics (§3.7), autopoiesis (§3.8), evolutionary epistemology (§3.12) | | T₂ the Ought | Teleology/entelechy/Omega (§3.22) — typed T3, carried, not asserted |
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Corpus map
- Catalogue hub: Convergence Catalogue — Public Article
- Nodes: C01 · C02 · C03 · C04 · C05 · C06 · … (25 nodes)
- Edge series: Convergence 1 · Disconfirming 1