In this work, a swarming computational procedure is presented for the numerical treatment of
the dynamical model of the susceptible, exposed, infected, and recovered (SEIR) classes …

Despite the fact the Laplace transform has an appreciable efficiency in solving many
equations, it cannot be employed to nonlinear equations of any type. This paper presents a …

We introduce a generalisation of the Caputo fractional differential operator by replacing the
Euler Gamma function in the basic operator with the generalised Gamma function. The …

The current study shows a reliable stochastic computing heuristic approach for solving the
nonlinear Rabinovich-Fabrikant model. This nonlinear model contains three ordinary …

This article offers a condensed analysis of a fractional SEIR model used to track and forecast
influenza spread. In addition, the seasonal evolution of influenza epidemics is predicted …

In this paper, a new stochastic numerical platform through the Gudermannian neural
network (GNN) based intelligent computing solver (GNNICS) is accessible for solving the …

Modification in thermal transfer mechanisms induced by light in human lung epithelial
cancer cells was experimentally controlled by chaotic attractors dependent on optical …

Simple Summary One of the most recognized phenomena is the cancer tumor which
uncontrollably grows in human cells and spreads over the other parts of the body. It spreads …

The Laplace residual power series method was introduced as an effective technique for
finding exact and approximate series solutions to various kinds of differential equations. In …

The article introduces the fractional modified Sprott A chaotic system with its thorough
dynamical analysis such as solution of system, Lyapunov dynamics, route to chaos etc …