Finite-Time Stability in Nonhomogeneous Delay Differential Equations of Fractional Hilfer Type

In the current contribution, integral representations of solutions homogeneous and nonhomogeneous delay differential equation a fractional Hilfer derivative are established in terms delayed Mittag-Leffler-type matrix function two parameters. By using method variation constants, solution represented. Finite-time stability is examined with provision appropriate sufficient conditions. Finally, an illustrated numerical example introduced to apply theoretical results.