Analysis of west nile virus model withcaputo-fabrizio fractional derivative

In this thesis, a model will be obtained by extending the West Nile Virus Model to the Caputo-Fabrizio Fractional Derivative within the Mosquito-Bird-Human zoonotic cycle. The mosquito population and hosts (People and Birds) will be analyzed using dynamic sys- tem techniques and an asset solution will be made for the model with the help of the fixed point theorem. Using the Picard-Lindelöf transformation, it will be examined under what conditions they have one solution. Finally, numerical solutions will be made and simulations will be shown by comparing the simulations obtained by simulations.