In the present paper, we address the evaluation problem of multidimensional financial options. We apply in particular the Monte Carlo and Sobol Quasi-Monte Carlo numerical integration for pricing asian arithmetic average options and basket options and we show some numerical exemplifications in 4 and 12 dimensions. The paper is the occasion to furtherly test the algorithm for computing the quantile function of the standard gaussian distribution proposed by the authors in a previous publication
Using derivative securities can help investors increase their expected returns as well as minimize t...
The Monte Carlo method has proved to be a valuable tool for estimating security prices for which clo...
Journal articleIn this paper, we consider two types of pricing option in financial markets using qua...
In the present paper, we address the evaluation problem of multidimensional financial options. We ap...
Neste artigo mostramos que é possível usar métodos de simulação quase-Monte Carlo em problemas de al...
Monte Carlo methods are used extensively in computational finance to estimate the price of financial...
Computational complexity in financial theory and practice has seen an immense rise recently. Monte C...
本篇論文主旨在於評估類蒙地卡羅法。傳統蒙地卡羅法已經被證明是估計封閉解不存在的資產價格的一件有價值的工具;而類蒙特卡羅法保留了傳統蒙地卡羅法的彈性,更增加了模擬速度快與收斂速度快的特性。 本篇論文比較...
Using derivative securities can help investors increase their expected returns as well as minimize t...
Computational complexity in financial theory and practice has seen an immense rise recently. Monte C...
One looks at the pricing of American options using Monte Carlo simulations. The selected theories on...
In this article we consider the problem of pricing and hedging high-dimensional Asian basket options...
An option is a contract which gives the owner (buyer) of the option the right, but not obligation, t...
>Magister Scientiae - MScIn Monte Carlo path simulations, which are used extensively in computationa...
We consider the problem of pricing basket options in a multivariate Black Scholes or Variance Gamma ...
Using derivative securities can help investors increase their expected returns as well as minimize t...
The Monte Carlo method has proved to be a valuable tool for estimating security prices for which clo...
Journal articleIn this paper, we consider two types of pricing option in financial markets using qua...
In the present paper, we address the evaluation problem of multidimensional financial options. We ap...
Neste artigo mostramos que é possível usar métodos de simulação quase-Monte Carlo em problemas de al...
Monte Carlo methods are used extensively in computational finance to estimate the price of financial...
Computational complexity in financial theory and practice has seen an immense rise recently. Monte C...
本篇論文主旨在於評估類蒙地卡羅法。傳統蒙地卡羅法已經被證明是估計封閉解不存在的資產價格的一件有價值的工具;而類蒙特卡羅法保留了傳統蒙地卡羅法的彈性,更增加了模擬速度快與收斂速度快的特性。 本篇論文比較...
Using derivative securities can help investors increase their expected returns as well as minimize t...
Computational complexity in financial theory and practice has seen an immense rise recently. Monte C...
One looks at the pricing of American options using Monte Carlo simulations. The selected theories on...
In this article we consider the problem of pricing and hedging high-dimensional Asian basket options...
An option is a contract which gives the owner (buyer) of the option the right, but not obligation, t...
>Magister Scientiae - MScIn Monte Carlo path simulations, which are used extensively in computationa...
We consider the problem of pricing basket options in a multivariate Black Scholes or Variance Gamma ...
Using derivative securities can help investors increase their expected returns as well as minimize t...
The Monte Carlo method has proved to be a valuable tool for estimating security prices for which clo...
Journal articleIn this paper, we consider two types of pricing option in financial markets using qua...