textabstractIn the search for robust, accurate and highly efficient financial option valuation techniques, we present here the SWIFT method (Shannon Wavelets Inverse Fourier Technique), based on Shannon wavelets. SWIFT comes with control over approximation errors made by means of sharp quantitative error bounds. The nature of the local Shannon wavelets basis enables us to adaptively determine the proper size of the computational interval. Numerical experiments on European-style options confirm the bounds, robustness and efficiency
We present a robust and highly efficient dimension reduction Shannon-wavelet method for computing Eu...
We present a novel method for pricing European options based on the wavelet approximation (WA) metho...
We present a robust and highly efficient Shannon wavelet pricing method for plain-vanilla foreign ex...
In the search for robust, accurate and highly efficient financial option valuation techniques, we he...
In the search for robust, accurate, and highly efficient financial option valuation techniques, we h...
Derivative securities, when used correctly, allow investors to increase their expected profits and m...
In the search for robust, accurate and highly efficient financial option valuation techniques, we pr...
In the search for robust, accurate, and highly efficient financial option valuation techniques, we ...
textabstractThe SWIFT method for pricing European-style options on one underlying asset was recently...
This thesis is about pricing Bermudan options with the SWIFT method (Shannon Wavelets Inverse Fourie...
This work is on the extension of the SWIFT method to option pricing problems where the sum of lognor...
ducted in the Financial Mathematics and Risk Control group at Centre de Recerca Matemàtica (CRM), B...
We present a pricing method based on Shannon wavelet expansions for early-exercise and discretely-mo...
In this work, we propose an efficient and robust valuation of discretely monitored arithmetic Asian ...
In the paper, the pricing of the American put options under the double Heston model with Cox–Ingerso...
We present a robust and highly efficient dimension reduction Shannon-wavelet method for computing Eu...
We present a novel method for pricing European options based on the wavelet approximation (WA) metho...
We present a robust and highly efficient Shannon wavelet pricing method for plain-vanilla foreign ex...
In the search for robust, accurate and highly efficient financial option valuation techniques, we he...
In the search for robust, accurate, and highly efficient financial option valuation techniques, we h...
Derivative securities, when used correctly, allow investors to increase their expected profits and m...
In the search for robust, accurate and highly efficient financial option valuation techniques, we pr...
In the search for robust, accurate, and highly efficient financial option valuation techniques, we ...
textabstractThe SWIFT method for pricing European-style options on one underlying asset was recently...
This thesis is about pricing Bermudan options with the SWIFT method (Shannon Wavelets Inverse Fourie...
This work is on the extension of the SWIFT method to option pricing problems where the sum of lognor...
ducted in the Financial Mathematics and Risk Control group at Centre de Recerca Matemàtica (CRM), B...
We present a pricing method based on Shannon wavelet expansions for early-exercise and discretely-mo...
In this work, we propose an efficient and robust valuation of discretely monitored arithmetic Asian ...
In the paper, the pricing of the American put options under the double Heston model with Cox–Ingerso...
We present a robust and highly efficient dimension reduction Shannon-wavelet method for computing Eu...
We present a novel method for pricing European options based on the wavelet approximation (WA) metho...
We present a robust and highly efficient Shannon wavelet pricing method for plain-vanilla foreign ex...