Mathematical analysis of HBV and HCV co-infection model under nonsingular fractional order derivative
Weiyun Shen, Yu‐Ming Chu, Mati ur Rahman, Ibrahim Mahariq, Anwar Zeb
Abstract
The current research study is devoted to analyze the fractional order co-infection disease epidemic model endowed with Caputo fractional derivative. We also investigate the qualitative analysis of the Caputo co-infection model via using classical fixed point theory. Moreover, the stability results regarding the Ulam–Hyers type are also investigated for the proposed model. Apart from this, to simulate the model, the fractional Adam–Bashforth Moulten (ABM) method is utilized to handle the required results. By using Matlab, graphical presentation against various fractional orders are given.
Topics & Concepts
Fractional calculusMATLABInvertible matrixApplied mathematicsStability (learning theory)Order (exchange)MathematicsType (biology)Derivative (finance)Calculus (dental)Pure mathematicsComputer scienceMedicineBiologyDentistryFinanceMachine learningOperating systemFinancial economicsEcologyEconomicsFractional Differential Equations SolutionsMathematical and Theoretical Epidemiology and Ecology ModelsNonlinear Differential Equations Analysis