Straddle

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In finance, a straddle is an investment strategy involving the purchase or sale of particular option derivatives that allows the holder to profit based on the magnitude of price movement in the underlying security, regardless of the direction of price movement.

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[edit] Long Straddle

An option payoff diagram for a long straddle position

A long straddle involves going long (i.e. buying) both a call option and a put option on some stock, interest rate, index or other underlying. The two options are typically bought at the same strike price and expire at the same time. The owner of a long straddle makes a profit if the underlying price moves a long way from the strike price, either above or below. Thus, an investor may take a long straddle position if he thinks the market is highly volatile, but does not know in which direction it is going to move.

For example, company XYZ is set to release its quarterly financial results in two weeks. A trader believes that the release of these results will cause a large movement in the price of XYZ's stock, but the trader does not know whether the results will be positive or negative, and so does not know in which direction the price will move. The trader can enter into a long straddle, where a profit will be realized no matter which way the price of XYZ stock moves, so long as the magnitude of the movement is sufficiently large in either direction.

[edit] Short Straddle

An option payoff diagram for a short straddle position

Conversely a short straddle is, in a contrasting position, i.e. going short (selling) both options. The investor makes a profit if the underlying price is close to the strike at expiry. Thus, the investor thinks the markets are unlikely to move much between purchase and expiry of the options. A short straddle position is highly risky, because the potential loss is unlimited, whereas profitability is limited to the premium gained by the initial sale of the options. The Collar is a more conservative "opposite" that limits gains and losses.

[edit] Strangles

A strangle is an options strategy similar to a straddle, but with different strike prices on the call and put options. This is used to bias the profitability of the strategy towards one particular direction of price movement in the underlying, while still offering some (reduced) protection against a movement in the other direction.

For example, the trader in the example above might enter into a strangle if he believes that XYZ's financial statement will probably be positive, but he is not certain and still wants to hedge some of the risk of a negative statement (and is willing to pay for this privilege.)

[edit] Nick Leeson and the Barings Bank collapse

Nick Leeson took short straddle positions when chasing losses he had run up for his employer, Barings Bank. He had initially invested in futures on the Nikkei 225 stock index. Following a dramatic fall in the market, largely due to the Kobe earthquake, Leeson lost millions. He tried to re-coup these losses by investing in the higher risk, but potentially more rewarding, straddles. He bet that the Nikkei would stabilise and stay in a range around 19,000. His bet failed and losses escalated to $1.4bn, causing the bankruptcy of Barings.

[edit] See also


  Financial derivatives  
Options
Vanilla Types: Option styles | Call | Put | Warrants | Fixed income | Employee stock option | FX
Strategies: Covered calls | Naked puts | Bear Call Spread | Bear Put Spread | Bull Call Spread | Bull Put Spread | Calendar spread | Straddle | Long Straddle | Long Strangle | Butterfly | Short Butterfly Spread | Short Straddle | Short Strangle | Vertical spread | Volatility arbitrage | Debit Spread | Credit spread | Synthetic
Exotics: Asian | Lookbacks | Barrier | Binary | Swaptions | Mountain range
Valuation: Moneyness | Option time value | Black-Scholes | Black | Binomial | Stochastic volatility | Implied volatility
See Also: CBOE | Derivatives market | Option Screeners | Option strategies
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Interest rate | Total return | Equity | Credit default | Forex | Cross-currency | Constant maturity | Basis | Variance
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