Fractional Order Dynamics of Infectious Diseases Based on Anderson Model
Keywords:
Fractional differential equations, Positive solutions, Stability, Numerical solutions
Abstract
This paper mainly studies the application of initial value problem of fractional differential equation in Anderson model in the sense of Caputo derivative. In this paper, we prove the existence and uniqueness of positive solutions of the system. This paper discusses the stability of the equilibrium point of the system. In this paper, the numerical solution of the model is given by using ADAMS predictor corrector method.
Published
2021-05-10
How to Cite
Na Wang, Yannan Zhao, Meifang Li. (2021). Fractional Order Dynamics of Infectious Diseases Based on Anderson Model. Design Engineering, 84 - 96. Retrieved from http://thedesignengineering.com/index.php/DE/article/view/1517
Issue
Section
Articles