Add to ORKGIn this paper, we present the fractional order model (FOM) for the spread of the PWD. We show that this model possesses non-negative solutions as desired in any population dynamics. We compute the basic reproduction number R0 and illustrate the equilibrium points (EPs) as well as their stability of this model. We apply The Natural-Adomian decomposition method (N-ADM) and fractional Euler method (FEM) to solve this model. The results are compared with those obtained by classical Rung-Kutta (RK4) method in the case of integer order
We propose a Caputo type fractional-order mathematical model for the transmission dynamics of tuberc...
In this work, we deal with the fractional-order SIS epidemic model with constant recruitment rate, m...
In this article, we discuss the existence and uniqueness of the solution of the fractional-order epi...
Abstract A Caputo–Fabrizio type fractional order mathematical model for the dynamics of pine wilt di...
This work is related to qualitative behaviour of an epidemic model of pine wilt disease. More precis...
Abstract In this paper, a fractional-order model of palm trees, the lesser date moth and the predato...
In this paper we study a fractional order model for malaria transmission. It is considered the integ...
In this work, a deterministic model is dedicatedly studied for the infection mechanism of pine wilt ...
This paper shows that the epidemic model, previously proposed under ordinary differential equation ...
In this paper, we investigate fractional order two strain epidemic model in the sense of ABC operato...
Abstract: This paper examines the fractional order of influenza using an epidemic model. The stabili...
In this paper, we propose a fractional order eco-epidemiological model. We considere the existence o...
Abstract The present paper deals with a fractional-order mathematical epidemic model of malaria tran...
Abstract We design a deterministic model of pine wilt affliction to analyze the transmission dynamic...
In this paper, we bring into focus a fractional order epidemic model of a vector -born disease with ...
We propose a Caputo type fractional-order mathematical model for the transmission dynamics of tuberc...
In this work, we deal with the fractional-order SIS epidemic model with constant recruitment rate, m...
In this article, we discuss the existence and uniqueness of the solution of the fractional-order epi...
Abstract A Caputo–Fabrizio type fractional order mathematical model for the dynamics of pine wilt di...
This work is related to qualitative behaviour of an epidemic model of pine wilt disease. More precis...
Abstract In this paper, a fractional-order model of palm trees, the lesser date moth and the predato...
In this paper we study a fractional order model for malaria transmission. It is considered the integ...
In this work, a deterministic model is dedicatedly studied for the infection mechanism of pine wilt ...
This paper shows that the epidemic model, previously proposed under ordinary differential equation ...
In this paper, we investigate fractional order two strain epidemic model in the sense of ABC operato...
Abstract: This paper examines the fractional order of influenza using an epidemic model. The stabili...
In this paper, we propose a fractional order eco-epidemiological model. We considere the existence o...
Abstract The present paper deals with a fractional-order mathematical epidemic model of malaria tran...
Abstract We design a deterministic model of pine wilt affliction to analyze the transmission dynamic...
In this paper, we bring into focus a fractional order epidemic model of a vector -born disease with ...
We propose a Caputo type fractional-order mathematical model for the transmission dynamics of tuberc...
In this work, we deal with the fractional-order SIS epidemic model with constant recruitment rate, m...
In this article, we discuss the existence and uniqueness of the solution of the fractional-order epi...