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 …

The motive of this work is to find the numerical simulations of a dynamical HIV model along
with the effects of prevention, ie, HIPV nonlinear mathematical system. An advance …

In this study, the dynamics of a nonlinear multiple delays susceptible, exposed, infected,
recovered (SEIR) model for worms propagation in wireless sensor networks (WSNs) …

In this study, a trustworthy swarming computing procedure is demonstrated for solving the
nonlinear dynamics of the Rabinovich–Fabrikant system. The nonlinear system's dynamic …

The purpose of this work is to construct a reliable stochastic framework for solving the SIRC
delay differential epidemic system, ie SIRC-DDES that is based on the coronavirus …

The current study provides the numerical performances of the fractional kind of breast
cancer (FKBC) model, which are based on five different classes including cancer stem cells …

Abstract Background The advent of Julia as a sophisticated and dynamic programming
language in 2012 represented a significant milestone in computational programming …

Cervical cancer is a common type of tumor that occurs in the cervix. The cervical cells in the
cervix contain millions of cells with various orientations and overlaps. It is an extensive …

In this study, a novel investigation in developing intelligent adaptive Bayesian networks
(IABN) is carried out to solve the fractional order Parkinson's disease model (FOPDM) …

In current history, there has been a significant interest in contemporary nanostructures for
nanoelectronic systems. These systems progressively employ dynamic media to boost …