SURVEY PAPER UNIQUENESS OF POSITIVE SOLUTIONS OF FRACTIONAL BOUNDARY
VALUE PROBLEMS WITH NON-HOMOGENEOUS INTEGRAL BOUNDARY CONDI Page 1 …

We investigate a coupled system of fractional differential equations with nonlinearities
depending on the unknown functions as well as their lower order fractional derivatives …

The existence of solutions for a coupled system of time‐fractional differential equations
including continuous functions and the Caputo‐Fabrizio fractional derivative is examined …

The authors study the boundary value problem with fractional q-derivativeswhere q∈(0, 1),
m⩾ 1 and n⩾ 2 are integers, n-1< ν⩽ n, λ⩾ 0 is a parameter, f:[0, 1]× R→[0,∞) is continuous …

An Existence Theorem for Fractional Hybrid Differential Inclusions of Hadamard Type with
Dirichlet Boundary Conditions - Ahmad - 2014 - Abstract and Applied Analysis - Wiley Online …

In this paper, we discuss the existence and uniqueness of solutions for new classes of
separated boundary value problems of Caputo‐Hadamard and Hadamard‐Caputo …

This paper studies the existence of solutions for a system of coupled hybrid fractional
differential equations with Dirichlet boundary conditions. We make use of the standard tools …

In this paper, we study the existence of solutions for a fractional boundary value problem
involving Hadamard-type fractional differential inclusions and integral boundary conditions …

We study the existence of multiple solutions to the boundary value problem d dt “1 2 0D− β t
(u (t))+ 1 2 tD− β T (u (t))”+ λ∇ F (t, u (t))= 0, t∈[0, T], u (0)= u (T)= 0, where T> 0, λ> 0 is a …

We discuss the existence and uniqueness of solutions for a fractional differential equation of
order q∈(n− 1, n] with slit-strips type boundary conditions. The slit-strips type boundary …