Ulam Stability of Fractional Hybrid Sequential Integro-Differential Equations with Existence and Uniqueness Theory

In this paper, a variety of boundary value problems (BVPs) known as hybrid fractional sequential integro-differential equations (HFSIDs) with two point orders (p,q) are investigated. The uniqueness and existence the solution discussed via Banach fixed-point theorems. Certain particular theorems associated Hyers–Ulam Hyers–Ulam–Rassias stability to solution, well BVPs studied. results illustrated some examples, numerical data analyzed for confirmation results. obtained in work simple can easily be applicable physical systems. Furthermore, symmetry analysis differential HFSIDs also presented. This is due fact that aforementioned plays significant role both optimization qualitative theory equations.