Convergence Edge 2: Least Action ↔ Pareto Optimization
C02 (Least Action) recurs-with C15 (Pareto Optimization)
Shared pattern: Systems extremize a quantity subject to constraints; the stationary point is the operating point
Domain distance: Fundamental physics → Economics (large)
Derivation independence: HIGH. Fermat/Lagrange/Hamilton (physics, 1662–1833) derived variational principles from mechanics and optics. Pareto (economics, 1906) derived optimality from utility theory. The mathematics converged: both use Lagrange multipliers; both find stationary points on constraint manifolds.
Convergence strength (1–10): 7
Note: The mathematical isomorphism is exact. Whether it is physically meaningful or mere formal analogy is the open question. The edge carries the isomorphism; the interpretation is node-level.
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Corpus map
- C02 (Least Action): C02 in the Encyclopedia · C02 in the Catalogue
- C15 (Pareto Optimization): C15 in the Encyclopedia · C15 in the Catalogue
- Convergence edges: 1 · 2 · 3 · 4 · 5 · 6 · 7 · 8 · 9 · 10
- Catalogue hub: Convergence Catalogue — Public Article · The Schema