In this paper, a new hybrid technique Laplace optimized decomposition method (LODM) had
been proposed to construct the approximate solution of the nonlinear system of fractional …

Stretched flows have numerous applications in different industrial, biomedical and
engineering processes. Current research is conducted to examine the flow phenomenon of …

The variable-order evolution equation is an impressive mathematical model that explain
complex dynamical problems efficiently and accurately. This latest research investigates the …

Determining the non-linear traveling or soliton wave solutions for variable-order fractional
evolution equations (VO-FEEs) is very challenging and important tasks in recent research …

In this paper, we discuss the development, analysis and implementation of the explicit
Saul'yev difference scheme for the solution of two-dimensional time fractional sub-diffusion …

This study, considers the fractional order cable model (FCM) in the sense of Riemann–
Liouville fractional derivatives (R-LFD). We use a modified implicit finite difference …

An analytical study of the MHD boundary layer flow of electrically conducting nanofluid over
a horizontal cylinder with the effects of chemical reaction and viscous dissipation is …

In this paper, we built a mathematical model for convection and thermal radiation heat
transfer of fluid flowing through a vertical channel with porous medium under effects of …

Magnetic nanofluid constitutes a special class of nanofluids that exhibit both magnetic and
fluid properties. Due to its extensive applications, researchers used the magneto-nanofluid …

The fractional-order differential equations (FO-DEs) faithfully capture both physical and
biological phenomena making them useful for describing nature. This work presents the …