In this paper, we analyze the fractional compartmental model in the sense of Caputo
derivative for the dynamics of the novel human papillomavirus, which causes cervical …

The objective of this article is to present the time-fractional nonlinear one-dimensional
equations of damped heat wave propagation in a rigid thermal conductor slab and predicts …

This paper delves deeper into the intricacies of multiplayer differential games, exploring their
applications in economic strategy analysis through the innovative use of the Tau technique …

This study explores the integration of Wiener processes into stochastic extensionsof mean
field games (MFGs), employing nonstandard finite difference methods (NSFDMs) for …

In the realm of differential games and bioeconomic modeling, where intricate systems and
multifaceted interactions abound, we explore the precision and efficiency of the Chebyshev …

An efficient numerical approach based on weighted-average finite differences is used to
solve the Newtonian plane Couette flow with wall slip, obeying a dynamic slip law that …

An efficient numerical approach based on weighted average finite differences is used to
solve the Newtonian plane Couette flow with wall slip, obeying a dynamic slip law that …

The existence of solution of the fractional order differential equations is very important
mathematical field. Thus, in this work, we discuss, under some hypothesis, the existence of a …

This paper presents and analyses some Mean Field Games (MFGs) models that depict
interactions between two groups where the number of participants tends to+ infinity …

This paper delves deeper into the intricacies of multiplayer differential games, exploring their
applications in economic strategy analysis through the innovative use of the Tau technique …