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Asymptotic utility-based pricing and hedging for exponential utility

Le : 16/05/2008 10h00
Par : Jan KALLSEN (University of Kiel - Germany)
Lieu :
Lien web :
Résumé : This talk deals with pricing and hedging based on utility indifference for exponential utility. We consider the limit for vanishing risk aversion or, equivalently, small quantities of the contingent claim. In first order approximation the utility indifference price and the corresponding hedge can be determined from the corresponding quadratic hedging problem relative to the minimal entropy martingale measure. This extends similar results obtained by Mania & Schweizer, Becherer, and Kramkov & Sirbu.