The aim of this paper is to extend the lattice method proposed by Ritchken and Trevor (1999) for pricing American options with one-dimensional stochastic volatility models to the two-dimensional cases with strangle payoff. This proposed method is compared with the least square Monte-Carlo method via numerical examples
Stochastic volatility models lead to more realistic option prices than the Black-Scholes model whic...
In this thesis, we have developed two numerical methods for evaluating option prices under the regim...
We propose a robust and stable lattice method which permits to obtain very accurate American option ...
This dissertation develops efficient lattice procedures for pricing American options under stochasti...
This paper presents a new transform-based approach for path-independent lattice construction for pri...
International audienceWe propose a robust and stable lattice method which permits to obtain very acc...
International audienceWe propose a robust and stable lattice method which permits to obtain very acc...
International audienceWe propose a robust and stable lattice method which permits to obtain very acc...
International audienceWe propose a robust and stable lattice method which permits to obtain very acc...
International audienceWe propose a robust and stable lattice method which permits to obtain very acc...
International audienceWe propose a robust and stable lattice method which permits to obtain very acc...
International audienceWe propose a robust and stable lattice method which permits to obtain very acc...
In A Multi-demensional Transform for Pricing American Options Under Stochastic Volatility Models , ...
Pricing American options using a sophisticated technique combining Monte Carlo simulations and least...
Available from British Library Document Supply Centre- DSC:DXN056203 / BLDSC - British Library Docum...
Stochastic volatility models lead to more realistic option prices than the Black-Scholes model whic...
In this thesis, we have developed two numerical methods for evaluating option prices under the regim...
We propose a robust and stable lattice method which permits to obtain very accurate American option ...
This dissertation develops efficient lattice procedures for pricing American options under stochasti...
This paper presents a new transform-based approach for path-independent lattice construction for pri...
International audienceWe propose a robust and stable lattice method which permits to obtain very acc...
International audienceWe propose a robust and stable lattice method which permits to obtain very acc...
International audienceWe propose a robust and stable lattice method which permits to obtain very acc...
International audienceWe propose a robust and stable lattice method which permits to obtain very acc...
International audienceWe propose a robust and stable lattice method which permits to obtain very acc...
International audienceWe propose a robust and stable lattice method which permits to obtain very acc...
International audienceWe propose a robust and stable lattice method which permits to obtain very acc...
In A Multi-demensional Transform for Pricing American Options Under Stochastic Volatility Models , ...
Pricing American options using a sophisticated technique combining Monte Carlo simulations and least...
Available from British Library Document Supply Centre- DSC:DXN056203 / BLDSC - British Library Docum...
Stochastic volatility models lead to more realistic option prices than the Black-Scholes model whic...
In this thesis, we have developed two numerical methods for evaluating option prices under the regim...
We propose a robust and stable lattice method which permits to obtain very accurate American option ...