AbstractThis paper considers the Caputo singular fractional differential systems with delay, and the Riemann–Liouville singular fractional differential systems with delay. A new function α−δ is defined. By the D−inverse matrix and α−δ function, two fundamental solutions are given. The constant variation formulae for singular fractional differential systems with delay are obtained
Abstract In this paper, we define a characteristic equation of fractional-order linear system with t...
In a recent article (see [8]), we derived necessary and sufficient conditions for minima for the fix...
In this article, we focus on a class of singular linear systems of fractional differential equations...
The paper gives sufficient conditions on the existence of periodic solution for a class of compound ...
This paper presents an approximate method for solving a kind of fractional delay differential equati...
In this paper fractional linear integro-differential equations with and without delays is studied, a...
A comparative analysis among the possible types of initial conditions including (or not) derivatives...
This paper summarizes and extends known results on qualitative behaviorof solutions of autonomous fr...
In this paper, we study properties for solutions of Riemann-Liouville (R-L) fractional differential ...
The main goal of this study is to find the solutions of linear fractional differential equations of ...
AbstractAn analytic study on linear systems of degenerate fractional differential equations with con...
Bu tez çalışması beş bölümden oluşur. Giriş bölümünden sonra gelen ikinci bölümde literatürdeki kesi...
By using the Caputo (C) fractional derivative and two recently defined alternative versions of this ...
A nonlinear Riemann–Liouville fractional differential equation with constant delay is studied. Initi...
A numerical method for nonlinear fractional-order differential equations with constant or time-varyi...
Abstract In this paper, we define a characteristic equation of fractional-order linear system with t...
In a recent article (see [8]), we derived necessary and sufficient conditions for minima for the fix...
In this article, we focus on a class of singular linear systems of fractional differential equations...
The paper gives sufficient conditions on the existence of periodic solution for a class of compound ...
This paper presents an approximate method for solving a kind of fractional delay differential equati...
In this paper fractional linear integro-differential equations with and without delays is studied, a...
A comparative analysis among the possible types of initial conditions including (or not) derivatives...
This paper summarizes and extends known results on qualitative behaviorof solutions of autonomous fr...
In this paper, we study properties for solutions of Riemann-Liouville (R-L) fractional differential ...
The main goal of this study is to find the solutions of linear fractional differential equations of ...
AbstractAn analytic study on linear systems of degenerate fractional differential equations with con...
Bu tez çalışması beş bölümden oluşur. Giriş bölümünden sonra gelen ikinci bölümde literatürdeki kesi...
By using the Caputo (C) fractional derivative and two recently defined alternative versions of this ...
A nonlinear Riemann–Liouville fractional differential equation with constant delay is studied. Initi...
A numerical method for nonlinear fractional-order differential equations with constant or time-varyi...
Abstract In this paper, we define a characteristic equation of fractional-order linear system with t...
In a recent article (see [8]), we derived necessary and sufficient conditions for minima for the fix...
In this article, we focus on a class of singular linear systems of fractional differential equations...