Stability analysis of equilibrium point and limit cycle of two-dimensional nonlinear dynamical systems—a tutorial
B Wei - Applied Sciences, 2023 - mdpi.com
The equilibrium state of a dynamical system can be divided into the equilibrium point and
limit cycle. In this paper, the stability analysis of the equilibrium point and limit cycle of …
limit cycle. In this paper, the stability analysis of the equilibrium point and limit cycle of …
[HTML][HTML] Global dynamics of a SEI epidemic model with immigration and generalized nonlinear incidence functional
In this paper, the global dynamics of an SEI epidemic model with constant immigration and
general nonlinear incidence function is investigated. It is shown that there is neither a …
general nonlinear incidence function is investigated. It is shown that there is neither a …
Assessing the effect of migration and immigration rates on the transmission dynamics of infectious diseases
This paper explores the effect of immigration in a generalized model that considers
susceptibles, infected, chronic carriers, and recovered, the incidence rate is considered as a …
susceptibles, infected, chronic carriers, and recovered, the incidence rate is considered as a …
Global analysis for a modified SEIR model with general non-linear incidence function
In this paper we study a modified SEIR model with general incidence function of the form f
(s)[g (I 1)+ h (I 2)] where I 1 and I 2 are two infection categories different and the migration is …
(s)[g (I 1)+ h (I 2)] where I 1 and I 2 are two infection categories different and the migration is …
[PDF][PDF] Mathematical model of a SCIR epidemic system with migration and nonlinear incidence function
In this paper, we proposed a generalization for a model that considers Susceptible, Infected,
Carrier, and Recovered by introducing a general incidence rate and considering migration …
Carrier, and Recovered by introducing a general incidence rate and considering migration …
[HTML][HTML] Analysis of COVID-19's Dynamic Behavior Using a Modified SIR Model Characterized by a Nonlinear Function
F Habott, A Ahmedou, Y Mohamed, MA Sambe - Symmetry, 2024 - mdpi.com
This study develops a modified SIR model (Susceptible–Infected–Recovered) to analyze the
dynamics of the COVID-19 pandemic. In this model, infected individuals are categorized into …
dynamics of the COVID-19 pandemic. In this model, infected individuals are categorized into …
Global stability analysis for a SEI model with nonlinear incidence rate and asymptomatic infectious state
In this paper, we propose a generalized SEI epidemic model with a general nonlinear
incidence rate and death rate functions. Furthermore, we consider that those who spread the …
incidence rate and death rate functions. Furthermore, we consider that those who spread the …
[PDF][PDF] Control and elimination in an SEIR model for the disease dynamics of COVID-19 with vaccination
PJ Witbooi, SM Vyambwera, MU Nsuami - AIMS Mathematics, 2023 - aimspress.com
COVID-19 has become a serious pandemic affecting many countries around the world since
it was discovered in 2019. In this research, we present a compartmental model in ordinary …
it was discovered in 2019. In this research, we present a compartmental model in ordinary …
Global dynamics and bifurcations of Filippov SIR epidemic model with general nonlinear transmission and discontinuous control
W Li, G Li, J Cao, L Huang - 2023 - researchsquare.com
This paper investigates the global dynamic behavior and bifurcations of a classical
nonlinear transmission SIR epidemic model with discontinuous threshold strategy. Different …
nonlinear transmission SIR epidemic model with discontinuous threshold strategy. Different …
Nsuami Mozart Umba. Control and elimination in an SEIR model for the disease dynamics of COVID-19 with vaccination
WP Joseph, VS Maku - JOURNAL OF MECHANICAL ENGINEERING - base.xml-journal.net
COVID-19 has become a serious pandemic affecting many countries around the world since
it was discovered in 2019. In this research, we present a compartmental model in ordinary …
it was discovered in 2019. In this research, we present a compartmental model in ordinary …