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Price Risk

Price risk is the most visible risk in commodity trading. Markets can move 5-10% in a day, and positions are often worth hundreds of millions of dollars. Managing this risk is essential to protecting margins.

Understanding Price Exposure

Types of Price Exposure

TypeDescriptionExample
Flat priceOutright level riskLong 1M bbl unhedged
BasisPhysical-futures differentialBonny Light vs Brent
SpreadTime spread (contango/backwardation)M1 vs M6
CrackRefining marginGasoline - Crude
QualityGrade differentialLight vs heavy crude

Position Measurement

POSITION CALCULATION
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GROSS POSITION:
Total volume on each side (long/short)
NET POSITION:
Long - Short = Net exposure
EXAMPLE:
Physical long: 2,000,000 bbl
Futures short: 1,800,000 bbl
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Net exposure: +200,000 bbl (long)
DELTA EQUIVALENT:
Convert all positions to equivalent flat price exposure
Options → delta-adjusted volume
Spreads → leg-by-leg

Price Risk Measurement

Sensitivity Analysis

POSITION SENSITIVITY
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NET POSITION: +500,000 bbl crude
SENSITIVITY:
+$1/bbl move → +$500,000 P&L
-$1/bbl move → -$500,000 P&L
STRESS:
+$10/bbl → +$5,000,000
-$10/bbl → -$5,000,000
CONTEXT:
Expected daily move: ~$1.50/bbl (2% volatility)
Expected range: -$1.50 to +$1.50
Expected P&L range: -$750K to +$750K daily

Value at Risk (VaR)

VAR FOR COMMODITY POSITIONS
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PARAMETRIC VAR:
Position value: $37.5M (500K bbl × $75)
Daily volatility: 2%
Z-score (95%): 1.645
1-day VaR = $37.5M × 2% × 1.645 = $1.23M
INTERPRETATION:
95% confident daily loss ≤ $1.23M
5% chance of loss > $1.23M
10-DAY VAR:
$1.23M × √10 = $3.9M
MONTE CARLO VAR:
Simulate 10,000 price paths
Take 5th percentile outcome
More accurate for complex portfolios

Greeks for Options

GreekMeasuresCommodity Application
DeltaPrice sensitivityPosition equivalent
GammaDelta change rateHedge rebalancing need
VegaVolatility sensitivityVol exposure
ThetaTime decayOption cost
OPTION GREEKS EXAMPLE
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POSITION: Long 500 call options @ $75 strike
Delta: 0.55 (55% of notional)
Gamma: 0.02 (delta changes 0.02 per $1)
Vega: $15,000 (per 1% vol change)
Theta: -$2,000/day
DELTA EQUIVALENT:
500 contracts × 1,000 bbl × 0.55 = 275,000 bbl
HEDGE REQUIREMENT:
Short 275 futures contracts to be delta-neutral

Price Risk Limits

Limit Structure

Limit TypePurposeExample
Position limitCap volume exposureMax 5M bbl net
VaR limitCap statistical riskMax $10M daily VaR
Stop lossCap cumulative lossClose at $5M MTD loss
ConcentrationDiversificationMax 30% in one product

Limit Monitoring

LIMIT MONITORING REPORT
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POSITION LIMITS:
Current Limit %Used
Crude Net 3.2M bbl 5.0M bbl 64%
Products Net 0.8M bbl 2.0M bbl 40%
Metals Net 5K MT 10K MT 50%
VAR LIMITS:
Current Limit %Used
Firm VaR $5.2M $10M 52%
Crude VaR $3.8M $6M 63%
Products VaR $1.1M $3M 37%
STOP LOSS:
MTD P&L Limit Status
Crude desk +$12M -$5M OK
Products -$2M -$3M WATCH
BREACH PROTOCOL:
>80%: Alert desk head
>95%: Alert CRO
>100%: Mandatory reduction

Hedging Strategies

Basic Hedge

BASIC HEDGE STRUCTURE
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PHYSICAL EXPOSURE:
Buy 2M bbl crude FOB Nigeria
Price: Dated Brent + $1.50
Delivery: 45 days
HEDGE:
Sell 2,000 Brent futures contracts
Price: $75.50
OUTCOME:
Physical P&L = (Sale price - $76.50)
Futures P&L = ($75.50 - Close price)
Net = Locked spread ± basis movement
IF DATED BRENT FALLS TO $70:
Physical: Sell at $71.50 → Loss vs expected
Futures: Close at $70 → Gain of $5.50
Net: Margin protected

Basis Hedging

BASIS HEDGE
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PROBLEM:
Physical: Priced vs Dated Brent
Hedge: Brent futures
Basis: Dated Brent - Brent futures (EFP)
If EFP moves, hedge is imperfect.
SOLUTION:
Trade EFP (Exchange for Physical) swap
Locks in relationship between Dated and Futures
EXECUTION:
Physical: Long Dated Brent exposure
Hedge 1: Short Brent futures (flat price)
Hedge 2: Long EFP swap (locks basis)
Result: All price components hedged

Dynamic Hedging

DYNAMIC HEDGE MANAGEMENT
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INITIAL:
Physical: Long 2M bbl (Δ = 2M bbl)
Hedge: Short 2M bbl futures (Δ = -2M bbl)
Net Δ: 0
SCENARIO: Market rallies, consider upside participation
ADJUSTMENT:
Reduce futures hedge to 1.5M bbl
Net Δ: +0.5M bbl
OUTCOME:
If market rises $5: +$2.5M additional profit
If market falls $5: -$2.5M additional loss
USE CASES:
Strong view on direction
Hedge ratio optimization
Rolling hedge timing

Spread and Basis Risk

Calendar Spread Risk

CALENDAR SPREAD EXPOSURE
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POSITION:
Long M1 crude: 1M bbl
Short M6 crude: 1M bbl
Net flat price: 0
Calendar spread: Long 1M bbl (M1-M6)
RISK:
If spread narrows (M1 falls vs M6):
Spread change: -$2.00/bbl
P&L: -$2,000,000
HEDGE:
Trade calendar spread swap
Locks in current spread
MONITORING:
Track spread VaR separately
Spreads can move 10-20% in stressed markets

Location Basis Risk

LOCATION BASIS RISK
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EXPOSURE:
Physical: Bonny Light (priced vs Dated Brent + premium)
Hedge: ICE Brent futures
BASIS:
Expected: Bonny Light = Dated Brent + $1.50
Dated Brent = ICE Brent + $0.50 (EFP)
Total basis: $2.00
RISK:
If Nigerian premium collapses to $0.50:
Basis loss: $1.00/bbl
On 2M bbl: $2,000,000 loss
NOT HEDGED BY FUTURES ALONE
MITIGATION:
Trade Bonny Light swap (if liquid)
Diversify origins
Monitor Nigerian market closely

Risk Reporting

Daily P&L Attribution

P&L ATTRIBUTION
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DAILY P&L: +$1,250,000
BREAKDOWN:
Flat price movement: +$850,000
Crude: +$650K (market up, long position)
Products: +$200K
Spread changes: +$180,000
Time spreads: +$120K (contango widened)
Location basis: +$60K
Options: +$70,000
Delta: +$50K
Gamma: +$15K
Vega: +$5K
New deal margins: +$150,000
3 new trades booked
TOTAL: +$1,250,000

Scenario Analysis

SCENARIO ANALYSIS
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POSITION: Net long 500K bbl crude
SCENARIOS:
Scenario Price Move P&L Impact
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Base case 0% $0
Moderate up +5% +$1.9M
Strong rally +15% +$5.6M
Moderate down -5% -$1.9M
Crash -20% -$7.5M
2020 COVID replay -50% -$18.8M
CURRENT HEDGE: 90%
RESIDUAL EXPOSURE: 50K bbl
UNHEDGED RISK: 10% of scenarios

Key Takeaways

  1. Position measurement is foundational — Know your exposure
  2. VaR captures normal conditions — Stress tests reveal tail risk
  3. Basis risk is often underestimated — Physical ≠ Futures
  4. Limits must be actively monitored — Breaches addressed immediately
  5. P&L attribution explains performance — Where did money come from?
  6. Hedging reduces, doesn’t eliminate — Residual risks remain

References

  • Hull, John. “Options, Futures, and Other Derivatives”
  • CME Group Risk Management
  • GARP Market Risk Standards