The recent studies on fractional differential equations indicate that a variety of interesting
and important results concerning existence and uniqueness of solutions, stability properties …

This article investigates a new class of boundary value problems of one-dimensional lower-
order nonlinear Hadamard fractional differential equations and nonlocal multi-point discrete …

Aiming at the disadvantage that the traditional creep model cannot describe the nonlinear
creep acceleration stage (third-order creep stage) of rock. This paper explains the creep …

A Hadamard type fractional integro-differential equation on infinite intervals is considered.
By using monotone iterative technique, we not only get the existence of positive solutions …

This study investigates the existence and Ulam–Hyers stability (UHS) results in the context
of mixed Hadamard and Riemann–Liouville Fractional Stochastic Differential Equations …

This paper explores the investigation of a Volterra-Fredholm integro-differential equation
that incorporates Caputo fractional derivatives and adheres to specific order conditions. The …

Results reported in this paper establish the existence of solutions for a class of generalized
fractional inclusions based on the Caputo–Hadamard jerk system. Under some inequalities …

In this article, we discuss a new Hadamard fractional differential system with four-point
boundary conditions D α H u (t)+ f (t, v (t))= lf, t∈(1, e), D β H v (t)+ g (t, u (t))= lg, t∈(1, e), u …

As the pace of salt rock storage construction in China accelerates, suitable shallow storage
sites are becoming scarce, as such, the utilization of deep salt deposits is a foregone …

In this paper, we obtain the sufficient conditions for the uniqueness of solutions for a
boundary value problem of fractional differential equations involving generalized fractional …