AbstractSinc collocation method is proven to provide an exponential convergence rate in solving linear differential equations, even in the presence of singularities. But in order to treat the derivatives on boundaries, people often relied on the finite difference method, which would be expected to limit the accuracy. The present paper develops a Sinc collocation method with boundary treatment for two-point boundary value problems. Numerical results show that the method can directly and efficiently handle the boundary derivatives
AbstractSinc approximate methods are often used to solve complex boundary value problems such as pro...
In this paper, a sinc-collocation method is described to determine the approximate solution of fract...
AbstractIn this paper we consider a Sinc-collocation method for the two-point boundary value problem...
AbstractSinc collocation method is proven to provide an exponential convergence rate in solving line...
AbstractIt is difficult for the Sinc-collocation method to solve directly boundary value problems in...
AbstractIt is difficult for the Sinc-collocation method to solve directly boundary value problems in...
AbstractIn 1974, Takahasi and Mori proposed the double exponential transformation for efficient eval...
AbstractThis paper gives a survey of recent developments of the Sinc numerical methods. A variety of...
AbstractIn this paper we consider a Sinc-collocation method for the two-point boundary value problem...
In this paper, the sinc-derivative collocation approach is used to solve second order integro-differ...
The paper proposes a collocation method to solve bivariate elliptic partial differential equations. ...
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 basis functions form a desirable basis to use for solving singular problems via domain decomp...
AbstractThe sinc-Galerkin method is used to approximate solutions of nonlinear problems involving no...
AbstractSinc approximate methods are often used to solve complex boundary value problems such as pro...
In this paper, a sinc-collocation method is described to determine the approximate solution of fract...
AbstractIn this paper we consider a Sinc-collocation method for the two-point boundary value problem...
AbstractSinc collocation method is proven to provide an exponential convergence rate in solving line...
AbstractIt is difficult for the Sinc-collocation method to solve directly boundary value problems in...
AbstractIt is difficult for the Sinc-collocation method to solve directly boundary value problems in...
AbstractIn 1974, Takahasi and Mori proposed the double exponential transformation for efficient eval...
AbstractThis paper gives a survey of recent developments of the Sinc numerical methods. A variety of...
AbstractIn this paper we consider a Sinc-collocation method for the two-point boundary value problem...
In this paper, the sinc-derivative collocation approach is used to solve second order integro-differ...
The paper proposes a collocation method to solve bivariate elliptic partial differential equations. ...
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 basis functions form a desirable basis to use for solving singular problems via domain decomp...
AbstractThe sinc-Galerkin method is used to approximate solutions of nonlinear problems involving no...
AbstractSinc approximate methods are often used to solve complex boundary value problems such as pro...
In this paper, a sinc-collocation method is described to determine the approximate solution of fract...
AbstractIn this paper we consider a Sinc-collocation method for the two-point boundary value problem...