Analysis of hepatitis c virus infection model with caputo fractional derivative

In this thesis, a mathematical model prepared for Hepatitis C virus, which can lead to fatal results, will be extended with the Caputo fractional derivative definition. The analysis of the extended model will be made, the existence of a solution of this system of equations using the fixed point theorem and the uniqueness of its solution using uniqueness theorems will be examined. Finally, the Hyers-Ulam stability of the mathematical model will be examined and numerical solutions will be created for different order fractonal derivative values of each