The pricing of options is a very important problem encountered in financial domain. The famous Black-Scholes model provides explicit closed form solution for the values of cer-tain (European style) call and put options. But for many other options, either there are no closed form solution, or if such closed form solutions exist, the formulas exhibiting them are complicated and difficult to evaluate accurately by conventional methods. The aim of this paper is to study the possibility of obtaining the numerical solution for the Black-Scholes eq-uation in parallel, by means of several processors, using the finite difference method. A com-parison between the complexity of the parallel algorithm and the serial one is given
The exact solution of the Black-Scholes equation involves stochastic term, which made it time-consum...
In this paper we apply the innovative Laplace transformation method introduced by Sheen, Sloan, and ...
Abstract- In this paper, we develop a fast numerical scheme for computing the European option pricin...
Abstract. The aim of this paper is to study the possibility of obtaining the numerical solution of t...
Abstract. We present an efficient and accurate finite-difference method for computing Black-Scholes ...
Summarization: Financial engineering is a very active research field as a result of the growth of th...
The finite difference method is a mathematical construct that can be used to solve partial different...
The main topic of this thesis is the analysis of finite differences and multigrid methods for the so...
This thesis describes the development of efficient numerical solvers for a wide range of nonlinear o...
The thesis on option pricing by finite difference methods focuses on the numerical methods used to p...
Abstract: In this work, we apply He’s variotional iteration method for obtaining analytic solutions ...
using finite difference methods A benchmark mathematical model for the description of financial deri...
>Magister Scientiae - MScWe present the Black-Scholes Merton partial differential equation (BSMPDE) ...
AbstractThe aim of this paper is to study the Black-Scholes option pricing model. We discuss some de...
Financial modelling in the area of option pricing involves the understanding of the correlations bet...
The exact solution of the Black-Scholes equation involves stochastic term, which made it time-consum...
In this paper we apply the innovative Laplace transformation method introduced by Sheen, Sloan, and ...
Abstract- In this paper, we develop a fast numerical scheme for computing the European option pricin...
Abstract. The aim of this paper is to study the possibility of obtaining the numerical solution of t...
Abstract. We present an efficient and accurate finite-difference method for computing Black-Scholes ...
Summarization: Financial engineering is a very active research field as a result of the growth of th...
The finite difference method is a mathematical construct that can be used to solve partial different...
The main topic of this thesis is the analysis of finite differences and multigrid methods for the so...
This thesis describes the development of efficient numerical solvers for a wide range of nonlinear o...
The thesis on option pricing by finite difference methods focuses on the numerical methods used to p...
Abstract: In this work, we apply He’s variotional iteration method for obtaining analytic solutions ...
using finite difference methods A benchmark mathematical model for the description of financial deri...
>Magister Scientiae - MScWe present the Black-Scholes Merton partial differential equation (BSMPDE) ...
AbstractThe aim of this paper is to study the Black-Scholes option pricing model. We discuss some de...
Financial modelling in the area of option pricing involves the understanding of the correlations bet...
The exact solution of the Black-Scholes equation involves stochastic term, which made it time-consum...
In this paper we apply the innovative Laplace transformation method introduced by Sheen, Sloan, and ...
Abstract- In this paper, we develop a fast numerical scheme for computing the European option pricin...