Controllability results for fuzzy Hilfer fractional differential equations via measure of noncompactness

Abstract

This article focuses on the controllability results for fuzzy Hilfer fractional differential equations through the measure of noncompactness. The main results are established using Mönch's fixed point theorem, along with essential tools such as semigroup theory, fractional calculus, and the measure of noncompactness. Finally, the theoretical results are applied by providing an interesting example.