A class of variable order one-step integrators is proposed for Initial Value Problems (IVPs) in Ordinary Differential Equations (ODEs). It is based on a rational interpolant. Journal of the Nigerian Association of Mathematical Physics Vol. 10 2006: pp. 91-9
In this research work, we employed cramer's rule to develop a fifth order composite integrator schem...
In this paper we derive two new numerical integrators of orders seven and eight for the solution of ...
AbstractA one-step first-order non-linear method is proposed for initial value problems. The algorit...
AbstractIn [1,2], we considered an approach of global formulation of one-step integrators of arbitra...
AbstractIn [1], we derived variable order, variable stepsize, one-step nonlinear methods in which gl...
A method of order six is proposed for solving singular initial value problems in ordinary differenti...
ABSTRACT This research paper presents the development, analysis, and implementation of a new numeric...
AbstractIn this paper we designed Rational Interpolation Method for solving Ordinary Differential Eq...
This paper examines the development of one step, five hybrid point method for the solution of first ...
AbstractFirst, second and third order explicit nonlinear one-step methods are proposed for singular ...
AbstractIn [1,2], we considered an approach of global formulation of one-step integrators of arbitra...
Abstract- In this research paper, we consider the implementation of one-step scheme interpolation fu...
A variable-step variable-order algorithm for stiff ODEs based on previously derived stabilized exten...
A variable-step variable-order algorithm for stiff ODEs based on previously derived stabilized exten...
AbstractWe develop a variable-order, variable-step algorithm for solving second-order initial-value ...
In this research work, we employed cramer's rule to develop a fifth order composite integrator schem...
In this paper we derive two new numerical integrators of orders seven and eight for the solution of ...
AbstractA one-step first-order non-linear method is proposed for initial value problems. The algorit...
AbstractIn [1,2], we considered an approach of global formulation of one-step integrators of arbitra...
AbstractIn [1], we derived variable order, variable stepsize, one-step nonlinear methods in which gl...
A method of order six is proposed for solving singular initial value problems in ordinary differenti...
ABSTRACT This research paper presents the development, analysis, and implementation of a new numeric...
AbstractIn this paper we designed Rational Interpolation Method for solving Ordinary Differential Eq...
This paper examines the development of one step, five hybrid point method for the solution of first ...
AbstractFirst, second and third order explicit nonlinear one-step methods are proposed for singular ...
AbstractIn [1,2], we considered an approach of global formulation of one-step integrators of arbitra...
Abstract- In this research paper, we consider the implementation of one-step scheme interpolation fu...
A variable-step variable-order algorithm for stiff ODEs based on previously derived stabilized exten...
A variable-step variable-order algorithm for stiff ODEs based on previously derived stabilized exten...
AbstractWe develop a variable-order, variable-step algorithm for solving second-order initial-value ...
In this research work, we employed cramer's rule to develop a fifth order composite integrator schem...
In this paper we derive two new numerical integrators of orders seven and eight for the solution of ...
AbstractA one-step first-order non-linear method is proposed for initial value problems. The algorit...
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