AbstractThe sinc-Galerkin method is used to approximate solutions of nonlinear problems involving nonlinear second-, fourth-, and sixth-order differential equations with homogeneous and nonhomogeneous boundary conditions. The scheme is tested on four nonlinear problems. The results demonstrate the reliability and efficiency of the algorithm developed
Abstract. One of the new techniques used in solving boundary-value problems involving partial differ...
summary:This paper has two objectives. First, we prove the existence of solutions to the general adv...
summary:This paper has two objectives. First, we prove the existence of solutions to the general adv...
There are few techniques available to numerically solve sixth-order boundary-value problems with two...
There are few techniques available to numerically solve sixth-order boundary-value problems with two...
This paper presents a modified Galerkin method based on sinc basis functions to numerically solve no...
AbstractThis paper deals with the solution of initial-boundary value problems for nonlinear evolutio...
AbstractThis paper deals with the solution of initial-boundary value problems for nonlinear evolutio...
Sinc methods are now recognized as an efficient numerical method for problems whose solutions may ha...
Sinc methods are now recognized as an efficient numerical method for problems whose solutions may ha...
In this paper, a numerical solution based on sinc functions is used for finding the solution of boun...
Sinc methods axe now recognized as an efficient numerical method for problems whose solutions may ha...
AbstractSinc collocation method is proven to provide an exponential convergence rate in solving line...
AbstractA new sinc-Galerkin method is developed for approximating the solution of convection-diffusi...
. Sinc basis functions form a desirable basis to use for solving singular problems via domain decomp...
Abstract. One of the new techniques used in solving boundary-value problems involving partial differ...
summary:This paper has two objectives. First, we prove the existence of solutions to the general adv...
summary:This paper has two objectives. First, we prove the existence of solutions to the general adv...
There are few techniques available to numerically solve sixth-order boundary-value problems with two...
There are few techniques available to numerically solve sixth-order boundary-value problems with two...
This paper presents a modified Galerkin method based on sinc basis functions to numerically solve no...
AbstractThis paper deals with the solution of initial-boundary value problems for nonlinear evolutio...
AbstractThis paper deals with the solution of initial-boundary value problems for nonlinear evolutio...
Sinc methods are now recognized as an efficient numerical method for problems whose solutions may ha...
Sinc methods are now recognized as an efficient numerical method for problems whose solutions may ha...
In this paper, a numerical solution based on sinc functions is used for finding the solution of boun...
Sinc methods axe now recognized as an efficient numerical method for problems whose solutions may ha...
AbstractSinc collocation method is proven to provide an exponential convergence rate in solving line...
AbstractA new sinc-Galerkin method is developed for approximating the solution of convection-diffusi...
. Sinc basis functions form a desirable basis to use for solving singular problems via domain decomp...
Abstract. One of the new techniques used in solving boundary-value problems involving partial differ...
summary:This paper has two objectives. First, we prove the existence of solutions to the general adv...
summary:This paper has two objectives. First, we prove the existence of solutions to the general adv...