The influence of quadratic Lévy noise on the dynamic of an SIC contagious illness model: New framework, critical comparison and an application to COVID-19 (SARS …
This study concentrates on the analysis of a stochastic SIC epidemic system with an
enhanced and general perturbation. Given the intricacy of some impulses caused by …
enhanced and general perturbation. Given the intricacy of some impulses caused by …
Influence of fractal–fractional differentiation and independent quadratic Lévy jumps on the dynamics of a general epidemic model with vaccination strategy
The emergence and reemergence of various infectious diseases have adversely affected
human life both from a social and economic point of view, and thus the study of epidemic …
human life both from a social and economic point of view, and thus the study of epidemic …
[PDF][PDF] Stochastic modeling of the Monkeypox 2022 epidemic with cross-infection hypothesis in a highly disturbed environment
Monkeypox 2022, a new re-emerging disease, is caused by the Monkeypox virus.
Structurally, this virus is related to the smallpox virus and infects the host in a similar way; …
Structurally, this virus is related to the smallpox virus and infects the host in a similar way; …
[HTML][HTML] Long-run analysis of a perturbed HIV/AIDS model with antiretroviral therapy and heavy-tailed increments performed by tempered stable Lévy jumps
The novelty of this article lies in providing a new framework for modeling the dynamics of
HIV/AIDS infection under antiretroviral therapy (ART) which aims to reduce a person's viral …
HIV/AIDS infection under antiretroviral therapy (ART) which aims to reduce a person's viral …
Infection eradication criterion in a general epidemic model with logistic growth, quarantine strategy, media intrusion, and quadratic perturbation
This article explores and highlights the effect of stochasticity on the extinction behavior of a
disease in a general epidemic model. Specifically, we consider a sophisticated dynamical …
disease in a general epidemic model. Specifically, we consider a sophisticated dynamical …
[HTML][HTML] Predicting potential scenarios for wastewater treatment under unstable physical and chemical laboratory conditions: A mathematical study
This research aims to highlight and examine an example of physical complexity. By taking
into account the interference between the components of a bio-reactor chemostat, we …
into account the interference between the components of a bio-reactor chemostat, we …
New method to obtain the acute sill of an ecological model with complex polynomial perturbation
This research aims to highlight and examine an example of ecological complexity. By taking
into account the interference between predator and prey, we introduce an ecological system …
into account the interference between predator and prey, we introduce an ecological system …
New Method to Investigate the Impact of Independent Quadratic α-Stable Poisson Jumps on the Dynamics of a Disease under Vaccination Strategy
Long-run bifurcation analysis aims to describe the asymptotic behavior of a dynamical
system. One of the main objectives of mathematical epidemiology is to determine the acute …
system. One of the main objectives of mathematical epidemiology is to determine the acute …
Acute threshold dynamics of an epidemic system with quarantine strategy driven by correlated white noises and Lévy jumps associated with infinite measure
Several studies have previously been conducted on the dynamics of probabilistic epidemic
models driven by Lévy disorder. All of these works have used the Poisson counting process …
models driven by Lévy disorder. All of these works have used the Poisson counting process …
[HTML][HTML] Dynamical bifurcation of a sewage treatment model with general higher-order perturbation
In this research, we expose new results on the dynamics of a high disturbed chemostat
model for industrial wastewater. Due to the complexity of heavy and erratic environmental …
model for industrial wastewater. Due to the complexity of heavy and erratic environmental …