In this article, the soliton solutions of the Gilson–Pickering equation have been constructed
using the sinh-Gordon function method (ShGFM) and (G′/G, 1/G)-expansion method, which …

The variable telegraph partial differential equation depend on initial boundary value
problem has been studied. The coefficient constant time-space telegraph partial differential …

In this paper Matlab technique has been presented that is approach to exact solution for
second order ODE with constant coefficients and initial condition by using Laplace …

The topic of scientific works on the implementation of modern technologies and systems of
automated management of the enterprise, its resources and technical means is analyzed …

In this study, Laplace partial differential equations with initial boundary conditions has been
studied. A numerical method has been proposed for the solution of the IBVP Laplace …

In the present study, a simple approximation expression is given for the relationship
between the period and amplitude of a simple pendulum under magnetic action. The …

This manuscript presents a comprehensive literature review focusing on the analysis of
numerical methods employed in solving Telegraph Partial Differential Equations (TPDEs) …

In this article, structure of (1/𝐺′)-expansion method is applied. Another name of the
reduced Ostrovsky equation, Vakhnenko-Parkes (VP) equation is taken into consideration …

Abstract Sensor Nodes (SNs) are utilized by Wireless Sensor Networks (WSNs) to recognize
their environment; in addition, the WSN delivers data from sensing nodes to the sink. The …

Isogeometric Analysis (IgA) is a recent technique for the discretization of Partial Differential
Equations (PDEs). The main feature of the method is the ability to maintain the same exact …