Abstract: In this work, we apply He’s variotional iteration method for obtaining analytic solutions to non-linear Black-Scholes equation with boundary conditions for European option pricing problem. The analytical solution of the equation is calculated in the form a convergent power series with easily computable components. The powerful VIM method is capable of handling both linear and non-linear equations in direct manner. And, three approximate numerical methods of the non linear Black-Scholes equation with European call option are defined using finite differences, finite difference equations with alternative derivation, and Euler method of finite difference equations with alternative derivation. The results obtained expilicit finite diff...
An efficient and accurate numerical method for solving the well-known Black-Scholes equation in opti...
The main topic of this thesis is the analysis of finite differences and multigrid methods for the so...
An efficient and accurate numerical method for solving the well-known Black-Scholes equation in opti...
In this work, we present some numerical solutions to the famous Black-Scholes equation. Although a c...
Abstract- In this paper, we develop a fast numerical scheme for computing the European option pricin...
>Magister Scientiae - MScWe present the Black-Scholes Merton partial differential equation (BSMPDE) ...
In this work, we analyse different numerical methods for the approximation to solution of the Black-...
Since financial engineering problems are of great importance in the academic community, effective me...
Nonlinear Black–Scholes equations have been increasingly attracting interest over the last two decad...
In financial industry, the option pricing is an important problem. The Operator Splitting Method is ...
AbstractNonlinear Black–Scholes equations have been increasingly attracting interest over the last t...
This paper revisits some solution methods for Black-Scholes equation and some of its nonlinear versi...
This paper revisits some solution methods for Black-Scholes equation and some of its nonlinear versi...
An efficient and accurate numerical method for solving the well-known Black-Scholes equation in opti...
An efficient and accurate numerical method for solving the well-known Black-Scholes equation in opti...
An efficient and accurate numerical method for solving the well-known Black-Scholes equation in opti...
The main topic of this thesis is the analysis of finite differences and multigrid methods for the so...
An efficient and accurate numerical method for solving the well-known Black-Scholes equation in opti...
In this work, we present some numerical solutions to the famous Black-Scholes equation. Although a c...
Abstract- In this paper, we develop a fast numerical scheme for computing the European option pricin...
>Magister Scientiae - MScWe present the Black-Scholes Merton partial differential equation (BSMPDE) ...
In this work, we analyse different numerical methods for the approximation to solution of the Black-...
Since financial engineering problems are of great importance in the academic community, effective me...
Nonlinear Black–Scholes equations have been increasingly attracting interest over the last two decad...
In financial industry, the option pricing is an important problem. The Operator Splitting Method is ...
AbstractNonlinear Black–Scholes equations have been increasingly attracting interest over the last t...
This paper revisits some solution methods for Black-Scholes equation and some of its nonlinear versi...
This paper revisits some solution methods for Black-Scholes equation and some of its nonlinear versi...
An efficient and accurate numerical method for solving the well-known Black-Scholes equation in opti...
An efficient and accurate numerical method for solving the well-known Black-Scholes equation in opti...
An efficient and accurate numerical method for solving the well-known Black-Scholes equation in opti...
The main topic of this thesis is the analysis of finite differences and multigrid methods for the so...
An efficient and accurate numerical method for solving the well-known Black-Scholes equation in opti...