Explicit Option Pricing Formula for a Mean-Reverting Asset in Energy Markets
Anatoliy Swishchuk
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Anatoliy Swishchuk: University of Calgary, Canada
Chapter 18 in Modeling and Pricing of Swaps for Financial and Energy Markets with Stochastic Volatilities, 2013, pp 255-271 from World Scientific Publishing Co. Pte. Ltd.
Abstract:
AbstractThe following sections are included:IntroductionMean-Reverting Asset Model (MRAM)Explicit Option Pricing Formula for European Call Option for MRAM under Physical MeasureExplicit Solution of MRAMProperties of the Process $\tilde W(\varphi _t^{ - 1} )$Explicit Expression for the Process $\tilde W(\varphi _t^{ - 1} )$Some Properties of the Mean-Reverting Asset StExplicit Option Pricing Formula for European Call Option for MRAM under Physical MeasureMean-Reverting Risk-Neutral Asset Model (MRRNAM)Explicit Option Pricing Formula for European Call Option for MRRNAMExplicit Solution for the Mean-Reverting Risk-Neutral Asset ModelSome Properties of the Process $\tilde W^* ((\varphi _t^* )^{ - 1} )$Explicit Expression for the Process $\tilde W^* (\varphi _t^{ - 1} )$Some Properties of the Mean-Reverting Risk-Neutral Asset StExplicit Option Pricing Formula for European Call Option for MRAM under Risk-Neutral MeasureBlack-Scholes Formula Follows: L* = 0 and a* = −rNumerical Example: AECO Natural GAS Index (1 May 1998–30 April 1999)SummaryBibliography
Keywords: Stochastic Volatilities; Variance; Volatility; Covariance; Correlation Swaps; Change of Time; Option Pricing; Stochastic Volatilities with Delay; Multi-Factor Stochastic Volatilities Models; Regime-Switching Stochastic Volatilities; Levy-Based Stochastic Volatilities with Delay; COGARCH Stochastic Volatility; Stochastic Volatility Driven by Fractional Brownian Motion; Delayed Heston Model; Semi-Markov Stochastic Volatilities; Energy Markets; Forward and Futures in Energy Markets (search for similar items in EconPapers)
Date: 2013
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