Add to ORKGA one step block integration method for initial value problems of general second order ordinary differential equations which combine the Runge-Kutta type one step procedure and the Adam’s type multistep procedure is proposed in this paper. Convergence of this sixth order method is established by the consistency and zero stability properties. The method is also characterized by the region of absolute stability. Comparison with existing methods obtained with step number k>1 shows that the new method is comparatively accurate
In this thesis, the implicit block methods presented as in the simple form of Adams Moulton method a...
In this thesis, one-step block methods are developed for solving Initial Value Problems (IVPs) of ge...
In this paper, a four step implicit block method for solving first order ordinary differential equat...
A one-step implicit hybrid block solution method for initial value problems of general second order...
This paper proposes a single-step hybrid block method with generalized two off-step point for the di...
In this paper, we present a block method for the direct solution of third order initial value proble...
This paper describes the development of a four-point fully implicit block method for solving first o...
Block method is adopted in this paper for the direct solution of second order ordinary differential...
AbstractA new four-point implicit block multistep method is developed for solving systems of first-o...
In this paper, we consider the development of a class of one-step hybrid third derivative block meth...
A one-step hybrid method is developed for the numerical approximation of second order initial value ...
This paper focuses on the development of a continuous hybrid method for direct solution of third ord...
This paper focuses on the development of a continuous hybrid method for direct solution of third ord...
The existing hybrid methods for solving ordinary differential equations were only derived using spec...
An alternative block method for solving fifth-order initial value problems (IVPs) is proposed with a...
In this thesis, the implicit block methods presented as in the simple form of Adams Moulton method a...
In this thesis, one-step block methods are developed for solving Initial Value Problems (IVPs) of ge...
In this paper, a four step implicit block method for solving first order ordinary differential equat...
A one-step implicit hybrid block solution method for initial value problems of general second order...
This paper proposes a single-step hybrid block method with generalized two off-step point for the di...
In this paper, we present a block method for the direct solution of third order initial value proble...
This paper describes the development of a four-point fully implicit block method for solving first o...
Block method is adopted in this paper for the direct solution of second order ordinary differential...
AbstractA new four-point implicit block multistep method is developed for solving systems of first-o...
In this paper, we consider the development of a class of one-step hybrid third derivative block meth...
A one-step hybrid method is developed for the numerical approximation of second order initial value ...
This paper focuses on the development of a continuous hybrid method for direct solution of third ord...
This paper focuses on the development of a continuous hybrid method for direct solution of third ord...
The existing hybrid methods for solving ordinary differential equations were only derived using spec...
An alternative block method for solving fifth-order initial value problems (IVPs) is proposed with a...
In this thesis, the implicit block methods presented as in the simple form of Adams Moulton method a...
In this thesis, one-step block methods are developed for solving Initial Value Problems (IVPs) of ge...
In this paper, a four step implicit block method for solving first order ordinary differential equat...