AbstractA collocation method based on piecewise polynomials is applied to boundary value problems for mth order systems of nonlinear ordinary differential equations. Optimal a priori estimates are obtained for the error of approximation in the maximum norm and superconvergence is verified at particular points
This paper deals with the developments of mathematical methods for the discretization of continuous ...
PhD ThesisThis thesis is mainly concerned with an error analysis of numerical methods for two poi...
This paper deals with the developments of mathematical methods for the discretization of continuous ...
AbstractA collocation method based on piecewise polynomials is applied to boundary value problems fo...
We extend a collocation method for solving a nonlinear ordinar...
Abstract. We discuss an a-posteriori error estimate for the numerical solution of boundary value pro...
Abstract. We discuss an a-posteriori error estimate for the numerical solution of boundary value pro...
AbstractThis paper is concerned with error estimates for the numerical solution of linear ordinary d...
AbstractA new numerical technique is presented for solving the nonlinear ordinary boundary value pro...
AbstractRecently, Galerkin and collocation methods have been analysed for some nonlinear boundary in...
In this article, we apply Chebyshev collocation method to obtain the numerical solutions of nonlinea...
Abstract In this work, a numerical technique for solving general nonlinear ordinary differential equ...
Abstract. We discuss an a-posteriori error estimate for the numerical solution of boundary value pro...
AbstractWe consider the numerical solution of second kind Fredholm integral equations in one dimensi...
This paper deals with the developments of mathematical methods for the discretization of continuous ...
This paper deals with the developments of mathematical methods for the discretization of continuous ...
PhD ThesisThis thesis is mainly concerned with an error analysis of numerical methods for two poi...
This paper deals with the developments of mathematical methods for the discretization of continuous ...
AbstractA collocation method based on piecewise polynomials is applied to boundary value problems fo...
We extend a collocation method for solving a nonlinear ordinar...
Abstract. We discuss an a-posteriori error estimate for the numerical solution of boundary value pro...
Abstract. We discuss an a-posteriori error estimate for the numerical solution of boundary value pro...
AbstractThis paper is concerned with error estimates for the numerical solution of linear ordinary d...
AbstractA new numerical technique is presented for solving the nonlinear ordinary boundary value pro...
AbstractRecently, Galerkin and collocation methods have been analysed for some nonlinear boundary in...
In this article, we apply Chebyshev collocation method to obtain the numerical solutions of nonlinea...
Abstract In this work, a numerical technique for solving general nonlinear ordinary differential equ...
Abstract. We discuss an a-posteriori error estimate for the numerical solution of boundary value pro...
AbstractWe consider the numerical solution of second kind Fredholm integral equations in one dimensi...
This paper deals with the developments of mathematical methods for the discretization of continuous ...
This paper deals with the developments of mathematical methods for the discretization of continuous ...
PhD ThesisThis thesis is mainly concerned with an error analysis of numerical methods for two poi...
This paper deals with the developments of mathematical methods for the discretization of continuous ...
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