Least Squares estimators are notoriously known to generate sub-optimal exercise decisions when determining the optimal stopping time. The consequence is that the price of the option will be underestimated. We show how to use variance reduction techniques to extend some recent Monte Carlo estimators for option pricing and assess their performance in finite samples. Finally, we extend the Longstaff and Schwartz (2001) method to price American options under stochastic volatility. This is the first study to implement and apply the Glasserman and Yu (2004b) methodology to price Asian options and basket options.American options, Monte Carlo method
Longstaff-Schwartz's least squares Monte Carlo method is one of the most applied numerical methods f...
In a recent paper, Longstaff and Schwartz (2001) suggest a method to American option valuation based...
International audienceRecently, various authors proposed Monte-Carlo methods for the computation of ...
Least Squares estimators are notoriously known to generate sub-optimal exercise decisions when dete...
Pricing American options is an interesting research topic since there is no analytical solution to v...
This thesis presents a collection of four essays dealing with the efficient pricing of American opti...
One looks at the pricing of American options using Monte Carlo simulations. The selected theories on...
We investigate the finite sample performance of some recent Monte Carlo estimators under different m...
In the finance world, option pricing techniques have become an appealing topic among researchers,...
With regard to a particular derivatives instruments, the famous Black-Scholes model development on 1...
This thesis reviewed a number of Monte Carlo based methods for pricing American options. The least-s...
This paper analyses the robustness of Least-Squares Monte Carlo, a techniquerecently proposed by Lon...
An American option is a type of option that can be exercised at any time up to its expiration. Ameri...
Here we develop a new approach for pricing both continuous-time and discrete-time American options w...
Longstaff–Schwartz’s least squares Monte Carlo method is one of the most applied numerical methods f...
Longstaff-Schwartz's least squares Monte Carlo method is one of the most applied numerical methods f...
In a recent paper, Longstaff and Schwartz (2001) suggest a method to American option valuation based...
International audienceRecently, various authors proposed Monte-Carlo methods for the computation of ...
Least Squares estimators are notoriously known to generate sub-optimal exercise decisions when dete...
Pricing American options is an interesting research topic since there is no analytical solution to v...
This thesis presents a collection of four essays dealing with the efficient pricing of American opti...
One looks at the pricing of American options using Monte Carlo simulations. The selected theories on...
We investigate the finite sample performance of some recent Monte Carlo estimators under different m...
In the finance world, option pricing techniques have become an appealing topic among researchers,...
With regard to a particular derivatives instruments, the famous Black-Scholes model development on 1...
This thesis reviewed a number of Monte Carlo based methods for pricing American options. The least-s...
This paper analyses the robustness of Least-Squares Monte Carlo, a techniquerecently proposed by Lon...
An American option is a type of option that can be exercised at any time up to its expiration. Ameri...
Here we develop a new approach for pricing both continuous-time and discrete-time American options w...
Longstaff–Schwartz’s least squares Monte Carlo method is one of the most applied numerical methods f...
Longstaff-Schwartz's least squares Monte Carlo method is one of the most applied numerical methods f...
In a recent paper, Longstaff and Schwartz (2001) suggest a method to American option valuation based...
International audienceRecently, various authors proposed Monte-Carlo methods for the computation of ...