Implied Volatility in the Variance Gamma Model
![]() The variance gamma process was first used in option pricing models by Madan and Seneta [1] and generalized by Madan, Carr, and Chang [2]. Explicit formulas for European-style options can be given, generalizing the Black–Scholes formulas. The model has been shown to perform better than the Black–Scholes model under the "historical approach" [3]. [1] D. B. Madan and E. Seneta, "The Variance Gamma Process (V.G.) Model for Share Market Returns," Journal of Business, 63(4), 1990 pp. 511–524. ![]() "Implied Volatility in the Variance Gamma Model" from The Wolfram Demonstrations Project http://demonstrations.wolfram.com/ImpliedVolatilityInTheVarianceGammaModel/ Contributed by: Andrzej Kozlowski | ||||||||||||||
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