In this article, we extend the Laplace transform method to obtain analytic solutions for linear
RDDEs and NDDEs which have real and complex poles of higher order. Furthermore, we …

In this paper we develop an approach for obtaining the solutions to systems of linear
retarded and neutral delay differential equations. Our analytical approach is based on the …

In this paper, we propose a methodology for computing the analytic solutions of linear
retarded delay-differential equations and neutral delay-differential equations that include …

Delay differential equations belong to an important class of differential equations in which
the evolution of the state depends on the previous time. This work proposes a novel …

This research concentrates on extensions of the Laplace Transform (LT) method to obtain
analytical solutions for linear first order delay differential equations (DDEs) of neutral and …

This is the Special Issue “Numerical and Symbolic Computation: Developments and
Applications—2021”, also available at the Special Issue website https://www. mdpi …