Stability Analysis and Numerical Simulation of Fractional Model of Leishmaniasis

Abstract

The disease of leishmaniasis is one that takes some research and study to fully comprehend. As a result, mathematical modeling can be utilized to gain insight into and enhance the accuracy of epidemiological forecasts. A friction model of Leishmaniasis was analyzed using empirical data from Sudan by factoring in the derivatives of Caputo and Atangana-Baleanu. The Caputo and AB derivatives have been subjected to a stability study. A numerical simulation of the suggested ordinary and fractional differential mathematical model follows. The performance was evaluated by calculating its error rating.