Options of futures: Pricing and the effect of an anticipated price change
โ Scribed by Avner Wolf
- Publisher
- John Wiley and Sons
- Year
- 1984
- Tongue
- English
- Weight
- 938 KB
- Volume
- 4
- Category
- Article
- ISSN
- 0270-7314
No coin nor oath required. For personal study only.
โฆ Synopsis
Pricing and the Effect of an
Anticipated Price Change
Avner Wolf is article commodity examines theoretical aspects of Black's (1976) pricing formula of r options and the effect on the option's premium of an anticipated future drift in the futures price. In the first part, we derive the formula in a manner which makes its financial interpretation easy to understand. Then, using comparative statistics, the sensitivity of the formula with respect to its variables is examined. Computer simulations and diagrams are used to demonstrate the sensitivity analysis of the formula. In the second part, we discuss the effect of an anticipated change in the underlying commodity price on options premiums. Using Cox-Ross (1975) transformation, we show that as long as all the information is incorporated in the prices relevant to the pricing formula, a drift in the commodity price will not affect the premium of a European option.
๐ SIMILAR VOLUMES
n the finance literature considerable attention has been given to the distribution I of stock and commodity price changes. Contributing to this body of literature, this study examines the distribution of successive intraday price changes in various financial and nonfinancial futures contracts. Two d
Gribbin et al. (1992) argue that futures prices are not stable paretian distributed. But, Liu and Brorsen (1992) argue that Cribbin et al. have shown that futures prices are not identically independently stably distributed, but that a stable distribution with time varying scale parameter cannot be r
he recent introduction of options on agricultural futures has fueled a growing T research interest on issues ranging from risk-return characteristics of option hedging strategies to the valuation of commodity options. Valuation models for options on common stocks have been extensively used ever sinc
where c is the price of a European call option on the underlying futures
ike many other futures contracts, the Treasury Bond (T-Bond) futures contract L allows the holder of a short position to satisfy the contract by delivering one of the variety of T-Bonds on one of a number of delivery dates. Accordingly, the traditional approach to pricing such contracts has concentr