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
In the finance world, option pricing techniques have become an appealing topic among researchers,...
We consider the problem of pricing American options in the framework of a well-known stochastic vola...
This thesis reviewed a number of Monte Carlo based methods for pricing American options. The least-s...
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...
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 ...
Efficient numerical methods for pricing American options using Heston's stochastic volatility ...
We propose and test a new method for pricing American options in a high-dimensional setting. The met...
Lattice methods or tree methods play an important role in option pricing. They are robust, and relat...
In the finance world, option pricing techniques have become an appealing topic among researchers,...
We consider the problem of pricing American options in the framework of a well-known stochastic vola...
This thesis reviewed a number of Monte Carlo based methods for pricing American options. The least-s...
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...
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 ...
Efficient numerical methods for pricing American options using Heston's stochastic volatility ...
We propose and test a new method for pricing American options in a high-dimensional setting. The met...
Lattice methods or tree methods play an important role in option pricing. They are robust, and relat...
In the finance world, option pricing techniques have become an appealing topic among researchers,...
We consider the problem of pricing American options in the framework of a well-known stochastic vola...
This thesis reviewed a number of Monte Carlo based methods for pricing American options. The least-s...