In the present paper, we use a hybrid method to solve linear or non-linear systems of ordinary differential equations (ODEs). By using this method, these systems are reduced to a linear or non-linear system of algebraic equations. In error discussion of the suggested method, an upper bound of the error is obtained. Also, to survey the accuracy and the efficiency of the present method, some examples are solved and comparisons between the obtained results with those of several other methods are carried out
This article introduces a numerical method that uses hybrid functions for ap-proximating solutions o...
summary:A new method is proposed for the numerical solution of linear mixed Volterra-Fredholm integ...
ABSTRACT In this paper, we derive some new-step hybrid block methods (HBM) for the solution of firs...
In this paper, we use a numerical method that involves hybrid and block-pulse functions to approxima...
AbstractThis paper introduces an approach for obtaining the numerical solution of the nonlinear Volt...
The theme of this study is to develop hybrid Euler’s method from the chain of Euler’s methods, to co...
In this paper, a collocation approach for solving initial value problem of ordinary differential equ...
Most real systems have nonlinear behavior and thus model linearization may not produce an accurate r...
The main focus of this paper is to develop hybrid numerical method with greater efficiency for getti...
This thesis focuses mainly on deriving block hybrid methods for solving Ordinary Differential Equat...
ordinary differential equations (ODEs) directly are proposed to address efficiency issues associated...
Some of the real-life problems that can be expressed as initial value or boundary value problems of ...
In this article, a general framework for solving system of ordinary differential equations by implem...
This paper proposes a modified hybrid method for solving non-linear equations that improves computat...
In recent time, Runge-Kutta methods that integrate special fourth or- der ordinary differential equ...
This article introduces a numerical method that uses hybrid functions for ap-proximating solutions o...
summary:A new method is proposed for the numerical solution of linear mixed Volterra-Fredholm integ...
ABSTRACT In this paper, we derive some new-step hybrid block methods (HBM) for the solution of firs...
In this paper, we use a numerical method that involves hybrid and block-pulse functions to approxima...
AbstractThis paper introduces an approach for obtaining the numerical solution of the nonlinear Volt...
The theme of this study is to develop hybrid Euler’s method from the chain of Euler’s methods, to co...
In this paper, a collocation approach for solving initial value problem of ordinary differential equ...
Most real systems have nonlinear behavior and thus model linearization may not produce an accurate r...
The main focus of this paper is to develop hybrid numerical method with greater efficiency for getti...
This thesis focuses mainly on deriving block hybrid methods for solving Ordinary Differential Equat...
ordinary differential equations (ODEs) directly are proposed to address efficiency issues associated...
Some of the real-life problems that can be expressed as initial value or boundary value problems of ...
In this article, a general framework for solving system of ordinary differential equations by implem...
This paper proposes a modified hybrid method for solving non-linear equations that improves computat...
In recent time, Runge-Kutta methods that integrate special fourth or- der ordinary differential equ...
This article introduces a numerical method that uses hybrid functions for ap-proximating solutions o...
summary:A new method is proposed for the numerical solution of linear mixed Volterra-Fredholm integ...
ABSTRACT In this paper, we derive some new-step hybrid block methods (HBM) for the solution of firs...