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Efficient analytic approximation of the optimal hedging strategy for a European call option with transaction costs
24
Citations
18
References
2006
Year
Option PricingOptimal Hedging StrategyFinancial EconomicsAsset PricingComputational FinanceEuropean Call OptionForeign Exchange OptionQuantitative FinanceDerivative PricingBusinessFinancial MathematicsApproximation StrategyHedging StrategyFinancial EngineeringEfficient Analytic ApproximationTransaction CostsFinanceOperations Research
One of the most successful approaches to option hedging with transaction costs is the utility-based approach, pioneered by Hodges and Neuberger [Rev. Futures Markets, 1989, 8, 222–239]. Judging against the best possible trade-off between the risk and the costs of a hedging strategy, this approach seems to achieve excellent empirical performance. However, this approach has one major drawback that prevents the broad application of this approach in practice: the lack of a closed-form solution. We overcome this drawback by presenting a simple yet efficient analytic approximation of the solution. We provide an empirical testing of our approximation strategy against the asymptotic and some other well-known strategies and find that our strategy outperforms all the others.
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