This study contemplates the Finite Element Method (FEM), a well-known numerical method,
to find numerical approximations of the Convection–Diffusion–Reaction (CDR) equation. We …

One of the issues in numerical solution analysis is the non-linear distributed-order fractional
Bagley–Torvik differential equation (DO-FBTE) with boundary and initial conditions. We …

This study is to introduce a novel design and implementation of a neuro-swarming
computational numerical procedure for numerical treatment of the fractional Bagley–Torvik …

A highly accurate numerical method is given for the solution of boundary value problem of
generalized Bagley‐Torvik (BgT) equation with Caputo derivative of order 0< β< 2 0< β< 2 …

This study proposed a scheme originated from the Galerkin finite element method (GFEM)
for solving nonlinear parabolic partial differential equations (PDEs) numerically with initial …

A numerical approach based on the shifted Chebyshev–Gauss collocation method is
proposed for solving the non-linear variable-order fractional Bagley–Torvik differential …

The Galerkin approach for numerically resolving higher-order Complex Differential
Equations (CDEs) in a rectangular domain in the complex plane is presented in this work …

In this study, we consider the system of second order nonlinear boundary value problems
(BVPs). We focus on the numerical solutions of different types of nonlinear BVPs by Galerkin …

The present research correlates with a fuzzy hybrid approach merged with a new iterative
transform method known as the fuzzy new iterative transform method. With the help of …

The solution of a system of nonlinear equations is presumably one of the most common but
difficult features in numerical analysis in the sense of different aspirations for instance; high …