Closed form option pricing under generalized hermite expansions
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Auteur(s)
Drimus, Gabriel G
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Texte intégral indisponibleDescription
In this article, we generalize the classical Edgeworth series expansion used in the option pricing literature. We obtain a closed-form pricing formula for European options by employing a generalized Hermite expansion for the risk neutral density. The main advantage of the generalized expansion is that it can be applied to heavy-tailed return distributions, a case for which the standard Edgeworth expansions are not suitable. We also show how the expansion coefficients can be inferred directly from market option prices.
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Langue
English
Date
2013
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