… This paper deals with the study of Fredholm boundary-value problem for the system of
fractional differential equations with Caputo derivative. The boundary-value problem is specified …

… boundary value problems are studied for higher order nonlinear ordinary differential equations
with delay… An analogue of Fredholm’s first theorem is obtained. The conditions of the main …

… Fredholm operators of index zero. Thus, for boundary-value problems regarded as operator
systems … We also add new results obtained for delay differential systems. In our opinion, they …

… to solve various kinds of differential equations. Some such … diffusion equation [44], the
Lagrange interpolation is used to … solutions of fuzzy Fredholm integral equations are obtained …

… methods of the theory of periodic boundary-value problems in the theory of oscillations (see
[… solutions of the boundary-value problem for the systems of fractional differential equations (1…

… -Fredholm integral equations arise in the theory of parabolic boundary value problems, the
… , and various physical and biological problems. Several authors consider the mixed Volterra-…

… , analogy with boundary value problems for differential equations of … ’s function and some
properties of the Green function. Then the problem (1.1) is deduced to a equivalent Fredholm …

… Differential Equation (PDE) control-oriented framework to stabilize the considered class of
IDEs. Then, the proposed approach requires the introduction of an appropriate Fredholm … , it is …

… -differential equation. First, we derive an equivalent nonlinear Fredholm integral equation
(NFIE) to this problem. … populations is characterized by employing delayed integro-differential …

… initial value problems for fractional differential equations (see, … of boundary value problems
for fractional differential equations… with weakly singular kernels and proportional delay. Zacky […