[HTML][HTML] On a new and generalized fractional model for a real cholera outbreak
In this paper, a new mathematical model involving the general form of Caputo fractional
derivative is studied for a real case of cholera outbreak. Fundamental properties of the new …
derivative is studied for a real case of cholera outbreak. Fundamental properties of the new …
Optimal control strategies for the transmission risk of COVID-19
L Lemecha Obsu, S Feyissa Balcha - Journal of biological …, 2020 - Taylor & Francis
In this paper, we apply optimal control theory to a novel coronavirus (COVID-19)
transmission model given by a system of non-linear ordinary differential equations. Optimal …
transmission model given by a system of non-linear ordinary differential equations. Optimal …
Dynamical behavior of a stochastic epidemic model for cholera
Q Liu, D Jiang, T Hayat, A Alsaedi - Journal of the Franklin Institute, 2019 - Elsevier
In this paper, a stochastic epidemic model for cholera is proposed and investigated. Firstly,
we establish sufficient conditions for extinction of the disease. Then we establish sufficient …
we establish sufficient conditions for extinction of the disease. Then we establish sufficient …
Predicting the Infection Level of COVID-19 Virus Using Normal Distribution-Based Approximation Model and PSO
The infectious disease brought on by COVID-19 is the pandemic that has put the lives and
economy of the entire planet in jeopardy. The only alternatives available before the creation …
economy of the entire planet in jeopardy. The only alternatives available before the creation …
[HTML][HTML] Modeling and analysis on the transmission of covid-19 Pandemic in Ethiopia
The newest infection is a novel coronavirus named COVID-19, that initially appeared in
December 2019, in Wuhan, China, and is still challenging to control. The main focus of this …
December 2019, in Wuhan, China, and is still challenging to control. The main focus of this …
Control and anticontrol of chaos in fractional-order models of Diabetes, HIV, Dengue, Migraine, Parkinson's and Ebola virus diseases
This work investigates new fractional-order (FO) models of six chaotic diseases whose
fractional dynamics have not been studied so far in literature. Here, we design and analyse …
fractional dynamics have not been studied so far in literature. Here, we design and analyse …
Modeling and control of the hepatitis B virus spreading using an epidemic model
We describe the formulation of hepatitis B epidemic model with saturated incidence rate.
Once we formulate the epidemic problem then we discuss the basic properties (existence of …
Once we formulate the epidemic problem then we discuss the basic properties (existence of …
Dynamics of cholera disease by using two recent fractional numerical methods
In this paper, we simulate an epidemic model of cholera disease in the sense of generalized
Liouville-Caputo fractional derivative. We provide the results related to the existence of a …
Liouville-Caputo fractional derivative. We provide the results related to the existence of a …
Optimal vaccination strategy of a constrained time-varying SEIR epidemic model
The optimal control strategy for time-varying epidemic models remains a wide open
research area. In this paper, the optimal vaccination strategy for a constrained time-varying …
research area. In this paper, the optimal vaccination strategy for a constrained time-varying …
Dynamical behavior and optimal control of a stochastic mathematical model for cholera
X Zhou, X Shi, M Wei - Chaos, Solitons & Fractals, 2022 - Elsevier
A stochastic cholera model with saturation recovery rate is discussed. Firstly, the existence
and uniqueness of the global positive solution of the system are proved. Secondly, the …
and uniqueness of the global positive solution of the system are proved. Secondly, the …