This paper investigates analytical approximate solutions for a system of multipantograph
delay differential equations using the residual power series method (RPSM), which obtains …

In this paper, a modified procedure based on the residual power series method (RPSM) was
implemented to achieve approximate solution with high degree of accuracy for a system of …

In this paper, a Galerkin-like approach is presented to numerically solve multi-pantograph
type delay differential equations. The method includes taking inner product of a set of …

In this paper, a new matrix method based on orthogonal exponential (orthoexponential)
polynomials and collocation points is proposed to solve the high-order linear delay …

This work presents the application of the power series method (PSM) to find solutions of
nonlinear delay differential equations of pantograph type (PDDEs). Three equations are …

The purpose of this study is to introduce a stochastic computing solver for the multi-
pantograph delay differential equation (MP-DDE). The MP-DDE is not easy to solve due to …

The pantograph equation is a basic model in the field of delay differential equations. This
paper deals with an extended version of the pantograph delay equation by incorporating a …

In this paper, a new operational matrix method based on the Taylor polynomials is
presented to solve generalized pantograph type delay differential equations. The method is …

In this paper, a new matrix method based on exponential polynomials and collocation points
is proposed for solutions of pantograph equations with linear functional arguments under the …

In this study, an improved matrix method based on collocation points is developed to obtain
the approximate solutions of systems of high-order pantograph type delay differential …