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| ] | ] | ||
| A butterfly ] consists of the following ]: | |||
| In ] trading, a '''long butterfly''' (sometimes simply butterfly) is a combination trade resulting in the following net ]: | |||
| * ] 1 ] |
* ] 1 ] with a ] of (X − a) | ||
| * ] 2 ] |
* ] 2 ] with a ] of X | ||
| * Long 1 ] |
* ] 1 ] with a ] of (X + a) | ||
| where a > 0. | |||
| ⚫ | |||
| All the ] has the same ] date. | |||
| Since the payoff is sometimes zero, sometimes positive, the price of a butterfly is always non-negative (to avoid an arbitrage opportunity). | |||
| ⚫ | At expiration of the options the value (but not the profit) of the option strategy will be zero if the price of the ] is below (X−a) or above (X+a). If the price of the underlying is between (X-a) and (X+ a) the option strategy will be worth a positive amount. The expiry payoff function is shaped like an upside-down V, and the maximum value occurs at X (see diagram). | ||
| ⚫ | |||
| ⚫ | * Long 1 ] |
||
| ⚫ | * Short 2 ] |
||
| ⚫ | * Long 1 ] |
||
| and this is equivalent to the call version (as can be verified via ]). | |||
| ⚫ | Using ] a butterfly can also be created as follows: | ||
| ⚫ | The double position in the middle is called the body, while the two other positions are called the wings. A related strategy where the middle two positions have differing strike values is known as an ]. | ||
| ⚫ | * ] 1 ] with a ] of (X + a) | ||
| ⚫ | * ] 2 ] with a ] of X | ||
| ⚫ | * ] 1 ] with a ] of (X − a) | ||
| where a>0 | |||
| ⚫ | The double option position in the middle is called the body, while the two other positions are called the wings. A related strategy where the middle two positions have differing strike values is known as an ]. | ||
| ⚫ | In an ''unbalanced butterfly'' the variable a can have 2 different values. | ||
| ⚫ | In an ''unbalanced butterfly'' the variable "a" can have 2 different values. | ||
| A concern about the butterfly is the commissions. "Probably the most expensive of all option strategies is the 'butterfly spread'. This is a strategy that is often touted by stockbrokers because they want to improve their own income. It sounds fancy, and the profits look pretty good, but CAUTION: the butterfly spread has not four commissions, but six commissions. This spread requires three different option positions to establish and maintain the strategy, and that adds up to six different commissions incurred during the life of that strategy." Kenneth R. Trester, Complete Option Player | |||
| ==Long butterfly== | ==Long butterfly== | ||
| The butterfly spread is a neutral ] that is a combination of a ] and a ]. It is a limited profit, limited risk options strategy. There are 3 striking prices involved in a butterfly spread and it can be constructed using calls or puts. | The butterfly spread is a neutral ] that is a combination of a ] and a ]. It is a limited profit, limited risk options strategy. There are 3 striking prices involved in a butterfly spread and it can be constructed using calls or puts. | ||
Revision as of 15:48, 13 February 2010
A butterfly options strategy consists of the following options:
- Long 1 call with a strike price of (X − a)
- Short 2 calls with a strike price of X
- Long 1 call with a strike price of (X + a)
where a > 0.
All the options has the same expiration date.
At expiration of the options the value (but not the profit) of the option strategy will be zero if the price of the underlying is below (X−a) or above (X+a). If the price of the underlying is between (X-a) and (X+ a) the option strategy will be worth a positive amount. The expiry payoff function is shaped like an upside-down V, and the maximum value occurs at X (see diagram).
Using put–call parity a butterfly can also be created as follows:
- Long 1 put with a strike price of (X + a)
- Short 2 puts with a strike price of X
- Long 1 put with a strike price of (X − a)
where a>0
The double option position in the middle is called the body, while the two other positions are called the wings. A related strategy where the middle two positions have differing strike values is known as an Iron condor.
In an unbalanced butterfly the variable "a" can have 2 different values.
Long butterfly
The butterfly spread is a neutral options trading strategy that is a combination of a bull spread and a bear spread. It is a limited profit, limited risk options strategy. There are 3 striking prices involved in a butterfly spread and it can be constructed using calls or puts.
Long butterflies are entered when the investor thinks that the underlying stock will not rise or fall much by expiration (i.e. when the investor is bearish on volatility). Using calls, the long butterfly can be constructed by buying one lower striking in-the-money call, writing two at-the-money calls and buying another higher striking out-of-the-money call. A resulting net debit is taken to enter the trade, hence it is also a debit spread.
A long butterfly spread can also be constructed using puts and is known as a long put butterfly. The long put butterfly spread is a neutral options trading strategy that is a combination of a bull put spread and a bear put spread. It is a limited profit, limited risk options trading strategy that is taken when the options trader thinks that the underlying stock will not rise or fall much by expiration. There are 3 striking prices involved in a long put butterfly spread and it is constructed by buying one lower striking put, writing two at-the-money puts and buying another higher striking put for a net debit.
Short butterfly
Short butterfly is the name of a neutral-outlook, options trading strategy that involves trading options at three different strike prices. The short butterfly is a neutral strategy like the long butterfly spread but bullish on volatility. It is a limited profit, limited risk options trading strategy and it can be constructed using calls or puts.
Using calls, the short butterfly can be constructed by writing one lower striking call, buying two at-the-money calls and writing another higher striking call. A net credit is received upon entering this spread. Hence, the short butterfly is also a credit spread.
References
- McMillan, Lawrence G. (2002). Options as a Strategic Investment (4th ed. ed.). New York : New York Institute of Finance. ISBN 0-7352-0197-8.
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External links
- Long and Short Butterflies graphically illustrates component options in long and short butterflies.
