On the Solution Structure of Sequential 𝝋-Hilfer FractionalDifferential Equations With p-Laplacian Operator

Abstract

This work researches in a class of 𝜑-Hilfer 𝔽 𝔻𝔼s with p-Laplacian operator by evolving an appropriate analytical framework. Wedemonstrate the existence and uniqueness of solutions utilizing Banach's fixed-point theorem. Subsequently, an alternative theo-rem is applied to verify the existence of at least a single solution. In addition to the theoretical analysis, we provide demonstrativeexamples to confirm the development of the solution.