[HTML][HTML] Mathematical analysis on the vertical and horizontal transmission dynamics of HIV and Zika virus co-infection
The co-infection of HIV and Zika virus (ZIKV) poses a complex and understudied health
challenge, requiring a comprehensive investigation into the synergistic effects, potential …
challenge, requiring a comprehensive investigation into the synergistic effects, potential …
A Fractional-Order Density-Dependent Mathematical Model to Find the Better Strain of Wolbachia
The primary objective of the current study was to create a mathematical model utilizing
fractional-order calculus for the purpose of analyzing the symmetrical characteristics of …
fractional-order calculus for the purpose of analyzing the symmetrical characteristics of …
Computational study of a co-infection model of HIV/AIDS and hepatitis C virus models
Hepatitis C infection and HIV/AIDS contaminations are normal in certain areas of the world,
and because of their geographic overlap, co-infection can't be precluded as the two …
and because of their geographic overlap, co-infection can't be precluded as the two …
A nonlinear transport–diffusion model for the interactions between immune system cells and HPV-infected cells
FJ Solis, LM Gonzalez - Nonlinear Dynamics, 2023 - Springer
In this paper, we present a nonlinear advection–diffusion model for the interactions of
immune system cells with HPV-infected cells, where we considered the immune response …
immune system cells with HPV-infected cells, where we considered the immune response …
Robust synchronization of multi-weighted fractional order complex dynamical networks under nonlinear coupling via non-fragile control with leakage and constant …
In this article, we examine the impact of leakage delays on robust synchronization for
fractional order multi-weighted complex dynamical networks (MFCDN) under non-linear …
fractional order multi-weighted complex dynamical networks (MFCDN) under non-linear …
Transmission dynamics and control measures of reaction–diffusion pine wilt disease model
The pine wilt disease is a serious and fatal disease that affects various species of pine trees
worldwide. In this work, the conventional temporal-only model for pine wilt disease is …
worldwide. In this work, the conventional temporal-only model for pine wilt disease is …
A conformable fractional finite difference method for modified mathematical modeling of SAR-CoV-2 (COVID-19) disease
In this research, the ongoing COVID-19 disease by considering the vaccination strategies
into mathematical models is discussed. A modified and comprehensive mathematical model …
into mathematical models is discussed. A modified and comprehensive mathematical model …
Mathematical model on the transmission dynamics of leptospirosis in human and animal population with optimal control strategies using real statistical data
Leptospirosis poses a significant public health challenge, with a growing incidence in both
human and animal populations. The complex interplay between reservoir hosts …
human and animal populations. The complex interplay between reservoir hosts …
Time-Inhomogeneous Finite Birth Processes with Applications in Epidemic Models
We consider the evolution of a finite population constituted by susceptible and infectious
individuals and compare several time-inhomogeneous deterministic models with their …
individuals and compare several time-inhomogeneous deterministic models with their …
Modeling the dynamics of Covid-19 in Japan: employing data-driven deep learning approach
This paper aims to build the SVIHRD model for COVID-19 and it also simultaneously
conduct stability and numerical analysis on the transmission of COVID-19. Here we do a …
conduct stability and numerical analysis on the transmission of COVID-19. Here we do a …