In this work we firstly study some important properties of fractional calculus for interval-valued functions and introduce the concepts of upper and lower solutions for intervalvalued Caputo fractional differential equations. Then, we prove an existence result for intervalvalued Caputo fractional differential equations by use of the method of upper and lower solutions. Finally several examples will be presented to illustrate our abstract results
This is a examples set of some fractional differential equations with Caputo's and Riemann-Liouville...
In this paper, we study the existence and uniqueness of so-lutions for boundary value problems of fr...
In the recent years some efforts were made to propose simple and well-behaved fractional derivatives...
The Cauchy problem for differential equations with Caputo fractional derivatives is given. New metho...
In this paper, we extend the applications of the method of upper and lower solutions for a class of ...
Abstract We present here a new method of lower and upper solutions for a general boundary value prob...
In this paper we present a new type of fractional operator, the Caputo–Katugampola deri...
In this paper, we consider classes of linear and nonlinear fractional differential equations involvi...
In this paper we define a new type of the fractional derivative, which we call tempered Ψ−Caputo fra...
This work deals with the initial value problem for the multi-term fractional differential equation. ...
Natural lower and upper solutions for initial value problems guarantees the interval of existence. H...
In this paper, we extend the maximum principle and the method of upper and lower solutions to study ...
AbstractIn this paper, we extend the maximum principle and the method of upper and lower solutions t...
Abstract. In this paper, we study existence of solutions to a Cauchy problem for non-linear ordinary...
This paper deals with theoretical and constructive existence results for solutions of nonlinear frac...
This is a examples set of some fractional differential equations with Caputo's and Riemann-Liouville...
In this paper, we study the existence and uniqueness of so-lutions for boundary value problems of fr...
In the recent years some efforts were made to propose simple and well-behaved fractional derivatives...
The Cauchy problem for differential equations with Caputo fractional derivatives is given. New metho...
In this paper, we extend the applications of the method of upper and lower solutions for a class of ...
Abstract We present here a new method of lower and upper solutions for a general boundary value prob...
In this paper we present a new type of fractional operator, the Caputo–Katugampola deri...
In this paper, we consider classes of linear and nonlinear fractional differential equations involvi...
In this paper we define a new type of the fractional derivative, which we call tempered Ψ−Caputo fra...
This work deals with the initial value problem for the multi-term fractional differential equation. ...
Natural lower and upper solutions for initial value problems guarantees the interval of existence. H...
In this paper, we extend the maximum principle and the method of upper and lower solutions to study ...
AbstractIn this paper, we extend the maximum principle and the method of upper and lower solutions t...
Abstract. In this paper, we study existence of solutions to a Cauchy problem for non-linear ordinary...
This paper deals with theoretical and constructive existence results for solutions of nonlinear frac...
This is a examples set of some fractional differential equations with Caputo's and Riemann-Liouville...
In this paper, we study the existence and uniqueness of so-lutions for boundary value problems of fr...
In the recent years some efforts were made to propose simple and well-behaved fractional derivatives...