Add to ORKGAs well known, solutions of delay differential equations (DDEs) are characterizes by low regularity. In particular solutions of neutral delay differential equations (NDDEs) frequently exhibit discontinuities in the first derivative so that the differential problems become rough. The aim of this paper is to approximate the solutions of such rough delay problems by means of a peculiar deficient spline collocation method. Significant numerical examples are provided to enlighten the features of the proposed method
It is well known that the solutions of delay differential and implicit and explicit neutral delay di...
In this research, we developed and implemented extended backward differentiation methods (formulae)...
The importance of delay differential equations (DDEs), in modelling mathematical bi-ological, engine...
As well known, solutions of delay differential equations (DDEs) are characterizes by low regularity....
This paper provides a collocation scheme based on nonic C4-splines with five collocation points for ...
In some recent works we proposed a collocation method by deficient splines to approximate the soluti...
Abstract. In some recent works we proposed a collocation method by deficient splines to approximate ...
We introduce two collocation schemes for the computation of periodic solutions of neutral delay diff...
A collocation method is proposed to obtain an approximate solution of a system of multi pantograph t...
AbstractAn approximate spline is constructed for the solution of initial-value problems in delay dif...
Abstract. In a previous work, [9], the authors introduced a new technique using a spline function to...
in this paper the collocation method will be solve ordinary differential equations of retarted argum...
AbstractThis paper is concerned with the numerical solution of delay differential equations (DDEs). ...
In this study, a collocation approach based on the Hermite polyomials is applied to solve the singul...
This paper deals to the study and approximation of stiff delay differential equations based on an an...
It is well known that the solutions of delay differential and implicit and explicit neutral delay di...
In this research, we developed and implemented extended backward differentiation methods (formulae)...
The importance of delay differential equations (DDEs), in modelling mathematical bi-ological, engine...
As well known, solutions of delay differential equations (DDEs) are characterizes by low regularity....
This paper provides a collocation scheme based on nonic C4-splines with five collocation points for ...
In some recent works we proposed a collocation method by deficient splines to approximate the soluti...
Abstract. In some recent works we proposed a collocation method by deficient splines to approximate ...
We introduce two collocation schemes for the computation of periodic solutions of neutral delay diff...
A collocation method is proposed to obtain an approximate solution of a system of multi pantograph t...
AbstractAn approximate spline is constructed for the solution of initial-value problems in delay dif...
Abstract. In a previous work, [9], the authors introduced a new technique using a spline function to...
in this paper the collocation method will be solve ordinary differential equations of retarted argum...
AbstractThis paper is concerned with the numerical solution of delay differential equations (DDEs). ...
In this study, a collocation approach based on the Hermite polyomials is applied to solve the singul...
This paper deals to the study and approximation of stiff delay differential equations based on an an...
It is well known that the solutions of delay differential and implicit and explicit neutral delay di...
In this research, we developed and implemented extended backward differentiation methods (formulae)...
The importance of delay differential equations (DDEs), in modelling mathematical bi-ological, engine...