The stability problems of fractional discrete-time linear scalar systems described by the new model are considered. Using the classical D-partition method, the necessary and sufficient conditions for practical stability and asymptotic stability are given. The considerations are il-lustrated by numerical examples
The theory and applications of fractional calculus (FC) had a considerable progress during the last ...
This paper presents a series of new results on the asymptotic stability of discrete-time fractional ...
Abstract: The paper considers the stability problem of linear time-invariant continuous-time systems...
The stability problems of fractional discrete-time linear scalar systems described by the new model ...
Abstract: In the paper the problems of practical stability and asymptotic stability of fractional di...
In the paper the problems of practical stability and asymptotic stability of fractional discrete-tim...
In the paper the problems of practical stability and asymptotic stability of fractional discrete-tim...
The practical and asymptotic stabilities of delayed fractional discrete-time linear systems describe...
In the paper the problem of practical stability of linear positive discrete-time systems of fraction...
The stability analysis for discrete-time fractional linear systems with delays is presented. The sta...
The paper considers the stability problem of linear time-invariant continuous-time systems of fracti...
The positivity and asymptotic stability of the fractional discrete-time nonlinear systems are addres...
In this paper are discussed stability problems for a class of discrete-time fractional systems (DTF...
The stability problem of continuous-time linear systems described by the state equation consisting o...
The Weierstrass–Kronecker theorem on the decomposition of the regular pencil is extended to fraction...
The theory and applications of fractional calculus (FC) had a considerable progress during the last ...
This paper presents a series of new results on the asymptotic stability of discrete-time fractional ...
Abstract: The paper considers the stability problem of linear time-invariant continuous-time systems...
The stability problems of fractional discrete-time linear scalar systems described by the new model ...
Abstract: In the paper the problems of practical stability and asymptotic stability of fractional di...
In the paper the problems of practical stability and asymptotic stability of fractional discrete-tim...
In the paper the problems of practical stability and asymptotic stability of fractional discrete-tim...
The practical and asymptotic stabilities of delayed fractional discrete-time linear systems describe...
In the paper the problem of practical stability of linear positive discrete-time systems of fraction...
The stability analysis for discrete-time fractional linear systems with delays is presented. The sta...
The paper considers the stability problem of linear time-invariant continuous-time systems of fracti...
The positivity and asymptotic stability of the fractional discrete-time nonlinear systems are addres...
In this paper are discussed stability problems for a class of discrete-time fractional systems (DTF...
The stability problem of continuous-time linear systems described by the state equation consisting o...
The Weierstrass–Kronecker theorem on the decomposition of the regular pencil is extended to fraction...
The theory and applications of fractional calculus (FC) had a considerable progress during the last ...
This paper presents a series of new results on the asymptotic stability of discrete-time fractional ...
Abstract: The paper considers the stability problem of linear time-invariant continuous-time systems...