This work focuses on the development of a parallel pricing algorithm for Asian options based on a Discrete Wavelet Transform. The pricing process requires the solution of a set of independent Fredholm integral equations of the second kind. Within this evaluation framework, our aim is to develop a robust parallel pricing algorithm based on wavelet techniques for the pricing problem of discrete monitoring arithmetic Asian options. In particular, the Discrete Wavelet Transform is applied in order to approximate the kernels of the integral equations. We discuss both the accuracy of the method and its scalability properties
This work is on the extension of the SWIFT method to option pricing problems where the sum of lognor...
The price of an American-style contract on assets driven by a class of Markov processes containing, ...
We present a robust and highly efficient dimension reduction Shannon-wavelet method for computing Eu...
In this paper, we present a parallel pricing algorithm for Asian options based on the Discrete Wavel...
textabstractIn this overview chapter, we will discuss the use of exponentially converging option pri...
We present a novel method for pricing European options based on the wavelet approximation method and...
In this paper, we present a transform-based algorithm for pricing discretely monitored arithmetic As...
We present a pricing method based on Shannon wavelet expansions for early-exercise and discretely-mo...
In this paper, we adopt a wavelet-based option pricing model and empirically compare its forecasting...
textabstractThe SWIFT method for pricing European-style options on one underlying asset was recently...
textabstractIn the search for robust, accurate and highly efficient financial option valuation techn...
In the search for robust, accurate, and highly efficient financial option valuation techniques, we h...
In this paper wavelet-based fast algorithms for Black-Scholes option pricing model, generalized Blac...
In the search for robust, accurate and highly efficient financial option valuation techniques, we he...
This thesis investigates the fast Fourier transform-based pricing algorithm for discrete Asian optio...
This work is on the extension of the SWIFT method to option pricing problems where the sum of lognor...
The price of an American-style contract on assets driven by a class of Markov processes containing, ...
We present a robust and highly efficient dimension reduction Shannon-wavelet method for computing Eu...
In this paper, we present a parallel pricing algorithm for Asian options based on the Discrete Wavel...
textabstractIn this overview chapter, we will discuss the use of exponentially converging option pri...
We present a novel method for pricing European options based on the wavelet approximation method and...
In this paper, we present a transform-based algorithm for pricing discretely monitored arithmetic As...
We present a pricing method based on Shannon wavelet expansions for early-exercise and discretely-mo...
In this paper, we adopt a wavelet-based option pricing model and empirically compare its forecasting...
textabstractThe SWIFT method for pricing European-style options on one underlying asset was recently...
textabstractIn the search for robust, accurate and highly efficient financial option valuation techn...
In the search for robust, accurate, and highly efficient financial option valuation techniques, we h...
In this paper wavelet-based fast algorithms for Black-Scholes option pricing model, generalized Blac...
In the search for robust, accurate and highly efficient financial option valuation techniques, we he...
This thesis investigates the fast Fourier transform-based pricing algorithm for discrete Asian optio...
This work is on the extension of the SWIFT method to option pricing problems where the sum of lognor...
The price of an American-style contract on assets driven by a class of Markov processes containing, ...
We present a robust and highly efficient dimension reduction Shannon-wavelet method for computing Eu...