We introduce a new Monte Carlo method for constructing the exercise boundary of an American option in a generalized Black-Scholes framework. Based on a known exercise boundary, it is shown how to price and hedge the American option by Monte Carlo simulation of suitable probabilistic representations in connection with the respective parabolic boundary value problem. The methods presented are supported by numerical simulation experiments
With regard to a particular derivatives instruments, the famous Black-Scholes model development on 1...
Monte Carlo simulation is a valuable tool in computational finance. It is widely used to evaluate po...
In this thesis, we propose three new computational methods to price financial derivatives and constr...
We introduce a new Monte Carlo method for constructing the exercise boundary of an American option i...
This thesis is devoted to pricing and hedging of American style op- tions by the use of Monte Carlo ...
One looks at the pricing of American options using Monte Carlo simulations. The selected theories on...
Here we develop a new approach for pricing both continuous-time and discrete-time American options w...
American options are the most commonly traded financial derivatives in the market. Pricing these opt...
We extend the viscosity solution characterization proved in [5] for call/put American option prices ...
We present a novel method for the numerical pricing of American options based on Monte Carlo simulat...
Monte Carlo simulation is a widely used numerical method for valuing financial derivatives. It can ...
AbstractIn this paper, we apply an improved version of Monte Carlo methods to pricing barrier option...
Following the pioneering papers of Fournié, Lasry, Lebouchoux, Lions and Touzi, an important work co...
This thesis attempts to show the advantages of Monte Carlo method in pricing and hedging exotic opti...
American options are financial contracts that allow exercise at any time until ex- piration. While t...
With regard to a particular derivatives instruments, the famous Black-Scholes model development on 1...
Monte Carlo simulation is a valuable tool in computational finance. It is widely used to evaluate po...
In this thesis, we propose three new computational methods to price financial derivatives and constr...
We introduce a new Monte Carlo method for constructing the exercise boundary of an American option i...
This thesis is devoted to pricing and hedging of American style op- tions by the use of Monte Carlo ...
One looks at the pricing of American options using Monte Carlo simulations. The selected theories on...
Here we develop a new approach for pricing both continuous-time and discrete-time American options w...
American options are the most commonly traded financial derivatives in the market. Pricing these opt...
We extend the viscosity solution characterization proved in [5] for call/put American option prices ...
We present a novel method for the numerical pricing of American options based on Monte Carlo simulat...
Monte Carlo simulation is a widely used numerical method for valuing financial derivatives. It can ...
AbstractIn this paper, we apply an improved version of Monte Carlo methods to pricing barrier option...
Following the pioneering papers of Fournié, Lasry, Lebouchoux, Lions and Touzi, an important work co...
This thesis attempts to show the advantages of Monte Carlo method in pricing and hedging exotic opti...
American options are financial contracts that allow exercise at any time until ex- piration. While t...
With regard to a particular derivatives instruments, the famous Black-Scholes model development on 1...
Monte Carlo simulation is a valuable tool in computational finance. It is widely used to evaluate po...
In this thesis, we propose three new computational methods to price financial derivatives and constr...