On the Solution Structure of Sequential φ ‐Hilfer Fractional Differential Equations With p ‐Laplacian Operator

This work researches in a class of φ ‐Hilfer s with p ‐Laplacian operator by evolving an appropriate analytical framework. We demonstrate the existence and uniqueness of solutions utilizing Banach′s fixed‐point theorem. Subsequently, an alternative theorem is applied to verify the existence of at least a single solution. In addition to the theoretical analysis, we provide demonstrative examples to confirm the development of the solution.