Fractional order economic mathematical models

In this thesis, It is aimed to analyze the economic mathematical models we have discussed with the help of fractional derivatives such as Caputo, Caputo Fabrizio (CFC), Caputo and Generalized Mittag-Leffler, Atangana Baleanu (ABC) and evaluate the results. In this context, our thesis consists of five main parts. In the first and second parts, necessary fundamental concepts are given in the thesis. The differences between local and non-local derivatives, and in the third part, the economic models of fractional derivatives such as Caputo, CFC, ABC, Generalized ABC in the classical case of market equilibrium are examined. In the last chapter, the general evaluation of the results is presented with figures.