2004Gongcheng shuxue xuebaoRequires access

Pricing Options on the Maximum of Stocks Driven by Ornsten-Uhlenback Process

Liu San-yan, Wenqiang Li

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Abstract

The problem of pricing exotic options on the stocks whose price processes are driven by exponential Ornstein-Ukleuback process is discussed. The unique equivalent martingale measure of this model is found by using the Girsanov theorem. Then, The pricing formulas of the option on a discrete maximum and Rainbow option are obtained with the help of the martingale approaches.

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The problem of pricing exotic options on the stocks whose price processes are driven by exponential Ornstein-Ukleuback process is discussed. The unique equivalent martingale measure of this model is found by using the Girsanov theorem. Then, The pricing formulas of the option on a discrete maximum and Rainbow option are obtained with the help of the martingale approaches.

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Available abstract

The problem of pricing exotic options on the stocks whose price processes are driven by exponential Ornstein-Ukleuback process is discussed. The unique equivalent martingale measure of this model is found by using the Girsanov theorem. Then, The pricing formulas of the option on a discrete maximum and Rainbow option are obtained with the help of the martingale approaches.

Key concepts: Girsanov theorem, Martingale pricing, Martingale (probability theory), Trinomial tree, Mathematics, Valuation of options, Exponential function, Risk-neutral measure

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