Mathematical model of epidemic disease covid-19
MM Aziz, AS Mahmood - AIP Conference Proceedings, 2023 - pubs.aip.org
In this paper, we will use the ordinary differential equations for the SIR model as a non-linear
system with the Runge-Kutta numerical method of the 6th order and 7th order to generate …
system with the Runge-Kutta numerical method of the 6th order and 7th order to generate …
Building a mathematical model for the epidemic diseases COVID-19 and analyzing its dynamical behavior
AS MAHMOOD - Journal of Current Research on …, 2022 - journal.mekinacademy.org
Building a Mathematical Model for the Epidemic Diseases COVID-19 and Analyzing Its
Dynamical Behavior In this paper we will focus mainly on modeling the dynamics of …
Dynamical Behavior In this paper we will focus mainly on modeling the dynamics of …
[PDF][PDF] Continuous Time Dynamical System with Hidden Attractors under Mathematical Control
MM Aziz, AA Kalalf - Open Access Library Journal, 2023 - scirp.org
In this paper, a continuous two-dimensional dynamic system is proposed. This system was
analyzed by finding the equilibrium points. Also, the stability of the system was analyzed …
analyzed by finding the equilibrium points. Also, the stability of the system was analyzed …
Analysis of Novel 4D Rabinovich-Fabrikant Continuous Dynamical System with Coexistence Attractors
In this paper a new Rabinovitch-Fabrikant (RF) four dimensional (4D) continuous time
dynamical system was generated from three dimensional (3D) Rabinovitch-Fabrikant …
dynamical system was generated from three dimensional (3D) Rabinovitch-Fabrikant …
Numerical and Chaotic Analysis of Proposed SIR Model
MM Aziz, AS Mahmood - Open Access Library Journal, 2021 - scirp.org
In this paper, we use the classic mathematical model SIR with the three differential
equations as a non-linear system and combine it with the Runge-Kutta numerical method of …
equations as a non-linear system and combine it with the Runge-Kutta numerical method of …