In this work, we present a design for a Newton-Leipnik system with a fractional Caputo-
Fabrizio derivative to explain its chaotic characteristics. This time-varying fractional Caputo …

Among women of reproductive age, PCOS (polycystic ovarian syndrome) is one of the most
prevalent endocrine illnesses. In addition to decreasing female fertility, this condition raises …

This paper proposes some updated and improved numerical schemes based on Newton's
interpolation polynomial. A Burke-Shaw system of the time-fractal fractional derivative with a …

Respiratory syncytial virus (RSV) is the cause of lung infection, nose, throat, and breathing
issues in a population of constant humans with super-spreading infected dynamics …

The current investigations provides a stochastic platform using the computational Levenberg-
Marquardt Backpropagation (LMB) neural network (NN) approach, ie, LMB-NN for solving …

In this manuscript, we developed a nonlinear fractional order Ebola virus with a novel
piecewise hybrid technique to observe the dynamical transmission having eight …

The human papillomavirus (HPV) is a common sexually transmitted infection and a leading
cause of cervical cancer. The yearly hospitalization rate for diseases linked to HPV is …

For the Burke-Shaw system, we propose a fractal-fractional order in the sense of the Caputo-
Fabrizio derivative. The proposed system is solved by utilizing the fractal-fractional …

This study aims to develop a mathematical model to identify key factors influencing the anti-
tumor response. We have been proposed a nonlinear fractional-order tumor dynamics …

In this article, we present a nonlinear model of the Liu system that includes fractional
derivatives of variable-order. Due to the nonlocality of the dynamical system, we introduce …