Financial Futures Hedging

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Transcript Financial Futures Hedging

Hedging: Long and Short

1 

Long futures hedge appropriate when you will purchase an asset in the future and fear a rise in prices

If you have liabilities now, what do you fear?

Short futures hedge appropriate when you will sell an asset in the future and fear a fall in price

If you expect to issue liabilities, what do you fear?

Arguments For Hedging

Companies should focus on their main business and minimize risks arising from interest rates, exchange rates, and other market variables

Non-intrusive risk management tool

Hedging may help smooth income and minimize tax liabilities

Hedging may help smooth income and reduce managerial salaries

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Arguments Against Hedging

Well-diversified shareholders can make their own risk management decisions

It may increase business risk to hedge when competitors do not

Explaining a loss on the hedge and a gain on the underlying can be difficult

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Basis Risk

4 

Basis is the difference between spot and futures prices

Basis risk arises because of uncertainty about the price difference when the hedge is closed out

Basis risk usually less than the risk of price or rate level changes

Basis risk depends on futures pricing forces

Choice of Hedging Contract

Delivery month should be as close as possible to, but later than, the end of the life of the hedge

If no futures contract hedged position, choose the contract whose futures price is most highly correlated with the asset price

Called cross-hedging

Additional basis risk

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Naive Hedge Ratio

6 

Divide the face value of the cash position by the face value of one futures contract

Problems:

Market values should be focus

Ignores differences between the cash and futures instruments

Variation: divide the market value of the cash position by the market value of one futures contract

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Minimum Variance Hedge Ratio

Proportion of the exposure that should optimally be hedged is h

   

S F

  

S , F 2 F hedge per dollar of cash market value

Hedge ratio estimated from:

CP t

    

FP t

 

Hedging Stock Portfolios

If hedging a well-diversified stock portfolio with a well-diversified stock index futures contract, what are implications?

No diversifiable risk in the cash stock portfolio and futures hedge removes systematic risk

Since no risk, systematic or unsystematic, what can an investor expect to earn by hedging a well-diversified stock portfolio?

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Hedging Stock Portfolios

But has all risk been eliminated?

Problems:

Stock portfolio being hedged may have a different price volatility than the stock-index futures

Hedging goal is not to reduce all systematic risk

Price sensitivity to market movements determined by beta

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Hedging Stock Portfolios

Optimal number of contracts to hedge a portfolio is (

S

 

F

* )

MV of spot portfolio MV of one futures contract

Future contracts can be used to change the beta of a portfolio

If

* >(<)

S , hedging implies a long (short) stock index futures position

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Rolling The Hedge Forward

What if hedging further in the future than available delivery dates?

Series of futures contracts used to increase the life of a hedge

Each time a futures contract matures, switch position into another, later contract

Basis risk, cash flow problems possible

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