Fractional model of Ebola virus in population of bats in frame of Atangana-Baleanu fractional derivative
Muqrin A. Almuqrin, Pranay Goswami, Shivani Sharma, I. Khan, Ravi Shanker Dubey, Aftab Khan
Abstract
The paper aims to extend the model of the Ebola virus in bats to the mathematical model of fractional order using Atangana- Baleanu derivative operator. A detailed proof for the existence, uniqueness, and stability of the solution for the fractional mathematical model is presented. A numerical approach is used to find the solution of the stated model and the results are represented graphically.
Topics & Concepts
Fractional calculusUniquenessApplied mathematicsMathematicsPopulation modelStability (learning theory)PopulationDerivative (finance)Operator (biology)Ebola virusFrame (networking)Epidemic modelInfinityCalculus (dental)Mathematical analysisComputer scienceVirologyVirusBiologyDemographyGeneSociologyEconomicsMachine learningTelecommunicationsTranscription factorMedicineDentistryRepressorBiochemistryFinancial economicsFractional Differential Equations SolutionsCOVID-19 epidemiological studiesMathematical and Theoretical Epidemiology and Ecology Models