In this paper, we adopt a wavelet-based option pricing model and empirically compare its forecasting and hedging performance with that of other popular models, including the stochastic volatility model with jumps, the practitioner Black-Scholes model and the neural network based model. We use daily index options written on the German DAX 30 index from January 2009 to December 2012. Our results show that the wavelet-based model compares favorably with all other models except the neural network based one, especially for long-term options, and that it provides an excellent alternative for valuing option prices. Its strong performance comes from the powerful ability of the wavelet method in approximating the risk-neutral moment-generating funct...
Abstract. This work provides an application of wavelet analysis to pricing and hedging path-dependen...
This study investigates the performance of option-implied moments, realised from the model-free Baks...
This contribution deals with the numerical solution of the Black-Scholes equation. The Crank-Nicolso...
In this paper, we scrutinize the empirical performance of a wavelet-based option pricing model which...
In this paper, we empirically compare the pricing and forecasting per-formance of the wavelet option...
Options are believed to contain unique information on the risk-neutral moment generating function (M...
We present a novel method for pricing European options based on the wavelet approximation (WA) metho...
Options are believed to contain unique information on the risk-neutral moment generating function (M...
textabstractIn this overview chapter, we will discuss the use of exponentially converging option pri...
We present a robust and highly efficient dimension reduction Shannon-wavelet method for computing Eu...
In the paper, the pricing of the American put options under the double Heston model with Cox–Ingerso...
In this paper wavelet-based fast algorithms for Black-Scholes option pricing model, generalized Blac...
This thesis concerns with a comparison of two advanced option-pricing techniques applied on European...
Submitted by Jairo Amaro (jairo.amaro@sibi.ufrj.br) on 2019-07-01T15:34:06Z No. of bitstreams: 1 2...
We present a pricing method based on Shannon wavelet expansions for early-exercise and discretely-mo...
Abstract. This work provides an application of wavelet analysis to pricing and hedging path-dependen...
This study investigates the performance of option-implied moments, realised from the model-free Baks...
This contribution deals with the numerical solution of the Black-Scholes equation. The Crank-Nicolso...
In this paper, we scrutinize the empirical performance of a wavelet-based option pricing model which...
In this paper, we empirically compare the pricing and forecasting per-formance of the wavelet option...
Options are believed to contain unique information on the risk-neutral moment generating function (M...
We present a novel method for pricing European options based on the wavelet approximation (WA) metho...
Options are believed to contain unique information on the risk-neutral moment generating function (M...
textabstractIn this overview chapter, we will discuss the use of exponentially converging option pri...
We present a robust and highly efficient dimension reduction Shannon-wavelet method for computing Eu...
In the paper, the pricing of the American put options under the double Heston model with Cox–Ingerso...
In this paper wavelet-based fast algorithms for Black-Scholes option pricing model, generalized Blac...
This thesis concerns with a comparison of two advanced option-pricing techniques applied on European...
Submitted by Jairo Amaro (jairo.amaro@sibi.ufrj.br) on 2019-07-01T15:34:06Z No. of bitstreams: 1 2...
We present a pricing method based on Shannon wavelet expansions for early-exercise and discretely-mo...
Abstract. This work provides an application of wavelet analysis to pricing and hedging path-dependen...
This study investigates the performance of option-implied moments, realised from the model-free Baks...
This contribution deals with the numerical solution of the Black-Scholes equation. The Crank-Nicolso...