Studies in computational mathematics have taken a fantastic aesthetics in interdisciplinary
fields as researchers in this area have resiliently adopted constructive methods, schemes …

Water is one of the main constituents on earth for a living. The Advection Diffusion Equation
(ADE) serves as an essential water standard model in environmental engineering since …

We present an algorithm for the result of differential equations (DEs) by using linearly
independent Hosoya polynomials of trees. With the newly adopted strategy, the desired …

Tuberculosis (TB) is an ailment caused by Mycobacterium tuberculosis. So, by the
continuous spread of TB, this study presents a new mathematical model of TB that …

In this study, we consider a new class of nonlinear integro-differential equations with the
Bessel fractional integral-derivative. For solving the considered equations, fractional-order …

This article presents an efficient method for obtaining approximations for the solutions of
linear neutral delay differential equations. This numerical matrix method, based on …

Carbon nanotubes (CNTs) have attracted great attention due to their tremendous
mechanical, thermal, structural and electrical properties leading to many promising …

This paper explores nonlinear internal flow induced vibration and stability of a pre-tensioned
nanotube (SWCNT) that rests on elastic foundations. During the process of modeling, the …

This study proposed an efficient numerical technique for nonlinear elliptic partial differential
equations (EPDEs) using the functional matrix generated by Clique polynomials of …

Inspired by the extensive applicability of solitons in nonlinear optics, advanced
telecommunication industry, trans-continental, and trans-oceanic systems, coupled with the …