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Commodities
Commodities
Definition
Commodities are physical goods priced by storage, transport,
and production reality — the asset class where the futures
CURVE, not the spot headline, is the tradeable object. This
entry anchors the theory the per-complex entries
(instrument-energy-futures, instrument-metals-futures,
instrument-agricultural-futures) apply: storage economics
bound curve shapes, roll yield determines what a futures
investor actually earns, and the asset-class evidence is a
documented two-act story (strong historical case, weaker
live decade).
How it works / structure
- Theory of storage (the intellectual spine): Kaldor’s convenience yield — holding physical inventory has value (availability when scarce) offset by storage and financing costs; the futures curve prices the net: ample inventory → contango (carry costs dominate), scarcity → backwardation (convenience dominates). Curve shape is therefore an INVENTORY READ, the class’s most honest fundamental.
- The return decomposition (engine-mandatory): a
collateralized futures return = spot change + ROLL YIELD +
collateral interest; roll yield’s sign follows the curve
(
ms-futures-roll,strategy-futures-carry) — long-run commodity futures returns historically owed more to roll and rebalancing structure than to spot appreciation (Gorton-Rouwenhorst’s decomposition). - The asset-class evidence: the 2006 study’s equity-like
returns with inflation correlation, and the weaker
post-publication decade — both quoted
(
macro-commodity-linkagescarries the full treatment). - Access stack: futures directly (the honest form), broad commodity index funds (roll methodology determines everything — front-month rollers bled documented double digits in steep contangos), single-commodity ETFs (the same trap concentrated), and producer equities (equity beta plus commodity beta — a different object).
When it applies
Inflation and supply-shock expression
(macro-inflation-linkages — the one documented
surprise-inflation hedge); curve/inventory theses
(the storage read); carry harvesting across the complex
(strategy-futures-carry); allocation sleeves with the
two-act evidence stated.
Risk profile & failure modes
- The spot-return illusion: “oil doubled, my oil fund didn’t” — roll drag is the class’s signature retail surprise; the return decomposition is mandatory in any commodity thesis.
- Wrapper determinism: identical spot views produce opposite outcomes across roll methodologies — the vehicle IS the position.
- Physical discontinuities: storage limits produce
price behavior equities never exhibit (negative WTI —
instrument-energy-futures); models trained on financial assets misprice the tails. - Heterogeneity flattening: index-level exposure averages energy’s geopolitics, metals’ rates sensitivity, and ags’ weather into a driverless blend — per-complex theses are sharper (their entries exist for this).
Evidence & limits
Storage theory is established economics (Kaldor 1939 and successors); the return decomposition is arithmetic; Gorton-Rouwenhorst and its follow-up carry the asset-class evidence with both acts. Curve-shape inventory reads are documented mechanics; specific curve-signal trading rules are replay territory.
Falsifiable-thesis examples
Illustrations only, not signals:
- “A backwardation-weighted basket (long the most backwardated thirds across complexes) will outperform the equal-weight complex over the next year (carry thesis)” — falsified by the paired baskets.
- “This commodity fund’s 12-month return will trail its commodity’s spot change by more than 5% (roll-drag decomposition)” — falsified by the accounting.
Cross-references
- The complexes:
instrument-energy-futures,instrument-metals-futures,instrument-agricultural-futures - The mechanics:
ms-futures-roll,ms-futures-margin,strategy-futures-carry,strategy-futures-calendar-spread - The macro role:
macro-commodity-linkages,macro-inflation-linkages
Sources
- Kaldor, N. (1939), Speculation and Economic Stability — Review of Economic Studies 7(1), 1-27 (theory of storage / convenience yield)
- Gorton, G. and Rouwenhorst, K.G. (2006), Facts and Fantasies about Commodity Futures — Financial Analysts Journal 62(2), 47-68
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