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European option pricing with transaction costs and stochastic volatility: an asymptotic analysis

机译:具有交易成本和随机波动率的欧式期权定价:渐近分析

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摘要

In this paper, the valuation problem of a European call option in the presence of both stochastic volatility and transaction costs is considered. In the limit of small transaction costs and fast mean reversion, an asymptotic expression for the option price is obtained. While the dominant term in the expansion is shown to be the classical Black and Scholes solution, the correction terms appear at O(epsilon(1/2)) and O(epsilon). The optimal hedging strategy is then explicitly obtained for Scott's model.
机译:在本文中,考虑了同时具有随机波动性和交易成本的欧式看涨期权的估值问题。在小额交易成本和快速均值回复的限制下,获得了期权价格的渐近表达式。虽然扩展项中的主导项显示为经典的Black and Scholes解,但校正项出现在O(epsilon(1/2))和O(epsilon)处。然后,针对斯科特模型明确获得了最佳对冲策略。

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