impact of market structure on differential trading

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A brief illustration of how differential or basis trading is impacted by an inverted futures market (in which the distant months trade at a discount to the front months)

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Page 1: Impact of market structure on differential trading

Differential TradingNormal vs. Inverted Markets

David JoelsoniRely LLCJanuary, 2011

Page 2: Impact of market structure on differential trading

Purpose: To Explain the Impact of Market Structure on Differential Price Quotes

Traders and customers have become used to a fixed differential (or basis) quote covering multiple time periods

For example, a trader will typically offer product for delivery each month, June through December, at the same differential price such as $.20/Lb over the relevant futures market

However, this practice only works in a normal futures market when the nearby month is lower than the distant month

When markets are inverted (nearby month higher than distant month), the differential quote will vary by month

The purpose of this presentation is to explain why this is so.

Page 3: Impact of market structure on differential trading

Normal Market Example Cost of product on May 1 is $2.00/Lb

May Futures = $1.80Therefore, differential = May + 20 for May Delivery

On May 1, July – Dec futures trade atJuly $1.82

Sep $1.84

Dec $1.87

Assume that the cost to store product = $.01/Lb./month

Therefore, if the trader holds the product until December:Cost to trader is $2.00 plus 7 months carry @ 1 Cent/month = $2.07

Dec trades at $1.87

Therefore, differential for December delivery is + 20…exactly the same as it was if delivered in May!

Page 4: Impact of market structure on differential trading

Graphic Illustration of Normal Market

Cost increases at a rate of 1 cent/month

Futures market ‘steps up’ over time at about the same rate as cost of carry

Differential each month is tight around the average of about 19.4 cents

Differential

Page 5: Impact of market structure on differential trading

Inverted Market Example Cost of product on May 1 is $2.00/Lb

May Futures = $1.80Therefore, differential = May + 20 for May Delivery

On May 1, July – Dec futures trade atJuly $1.78

Sep $1.76

Dec $1.73

Assume that the cost to store product = $.01/Lb./month

Therefore, if the trader holds the product until December:Cost to trader is $2.00 plus 7 months carry @ 1 Cent/month = $2.07

Dec trades at $1.73

Therefore, differential for December delivery is + 34 …significantly higher than if it was delivered in May

Page 6: Impact of market structure on differential trading

Graphic Illustration of Inverted Market

Cost increases at a rate of 1 cent/month

Inverted Futures market is lower in distant months reflecting tight supplies today

Differential each month steadily increases from + 20 cents spot to +34 at year end. Average is more than + 26 cents

Differential