Useful Results for Qualitative Analysis of the Generalized Hattaf Mixed Fractional Differential Equations with Application to Medicine

Most solutions of fractional differential equations (FDEs) that model real-world phenomena arising in various fields of science, industry and engineering are complex and cannot be solved analytically. This paper mainly aims to present some useful results for studying the qualitative properties of solutions of FDEs involving the new generalized Hattaf mixed (GHM) fractional derivative, which encompasses many types of fractional operators with both singular and non-singular kernels. Furthermore, the obtained results are applied to linear system arising from medicine.