In this paper, a new fractional Gronwall inequality with time delay is developed. Based on
this inequality, a new criterion for finite-time stability of fractional delay systems is derived …

In this paper, finite-time stability of fractional delay difference equations with discrete Mittag-
Leffler kernel are studied. Firstly, we establish a new generalized Gronwall inequality in …

In this work, based on the concept of the granular Caputo fractional derivative, a class of
fuzzy fractional differential systems with finite-time delay is investigated. We firstly introduce …

Nonhomogeneous systems governed by second-order linear differential equations with pure
delay are considered. As an application, the exact solutions of these systems and their …

Nonhomogeneous systems of fractional differential equations with pure delay are
considered. As an application, the representation of solutions of these systems and their …

This work is mainly concentrated on finite-time stability of multiterm fractional system for 0< α
2≤ 1< α 1≤ 2 0<α_2≦1<α_1≦2 with multistate time delay. Considering the Caputo …

In this paper, the existence of solutions to a class of fractional differential equations Dα 0+ u
(t)= h (t) f (t, u (t), Dθ 0+ u (t)) is obtained by an efficient and simple monotone iteration …

In this paper, the discrete (q, h)-fractional Bihari inequality is generalized. On the grounds of
inequality, the finite-time stability and uniqueness theorem of solutions of (q, h)-fractional …

In this article, we consider a retarded linear fractional differential system with distributed
delays and Caputo type derivatives of incommensurate orders. For this system, several a …

The purpose of this paper is to investigate the finite-time stability of a proposal problem
containing a Riemann-Hadamard fractional differential nonlinear control system with delay …