AbstractWe show the relationship between the graph representations and fractional representations for linear time-varying systems. For stabilizable systems a necessary and sufficient condition is given for the fractional representation obtained directly from the transfer matrix to be coprime
We study the notion of structured realizability for linear systems dened over graphs. A stabilizable...
AbstractThis paper deals with the stability of linear time-varying systems involving switches throug...
This paper addresses the matrix representation of dynamical systems in the perspective of fractional...
AbstractWe show the relationship between the graph representations and fractional representations fo...
AbstractThis paper deals with the stability of linear time-varying systems involving switches throug...
AbstractAn algebraic theory of transfer matrices, fractional representations, and control for linear...
AbstractThe relationship between the system P having a right coprime factorization P = AB−1 and the ...
A method for computation of positive asymptotically stable realizations of fractional descriptor con...
A method for computation of positive asymptotically stable realizations of fractional descriptor con...
The Weierstrass–Kronecker theorem on the decomposition of the regular pencil is extended to fraction...
The main goal of this thesis is to examine linear dynamical systems, both in the continuous- and dis...
AbstractThis paper deals with the existence and associated realization theory of skew polynomial fra...
A new method for computation of positive realizations of given transfer matrices of fractional linea...
A new method for computation of positive realizations of given transfer matrices of fractional linea...
Conditions for the existence of positive stable realizations with system Metzler matrices for fracti...
We study the notion of structured realizability for linear systems dened over graphs. A stabilizable...
AbstractThis paper deals with the stability of linear time-varying systems involving switches throug...
This paper addresses the matrix representation of dynamical systems in the perspective of fractional...
AbstractWe show the relationship between the graph representations and fractional representations fo...
AbstractThis paper deals with the stability of linear time-varying systems involving switches throug...
AbstractAn algebraic theory of transfer matrices, fractional representations, and control for linear...
AbstractThe relationship between the system P having a right coprime factorization P = AB−1 and the ...
A method for computation of positive asymptotically stable realizations of fractional descriptor con...
A method for computation of positive asymptotically stable realizations of fractional descriptor con...
The Weierstrass–Kronecker theorem on the decomposition of the regular pencil is extended to fraction...
The main goal of this thesis is to examine linear dynamical systems, both in the continuous- and dis...
AbstractThis paper deals with the existence and associated realization theory of skew polynomial fra...
A new method for computation of positive realizations of given transfer matrices of fractional linea...
A new method for computation of positive realizations of given transfer matrices of fractional linea...
Conditions for the existence of positive stable realizations with system Metzler matrices for fracti...
We study the notion of structured realizability for linear systems dened over graphs. A stabilizable...
AbstractThis paper deals with the stability of linear time-varying systems involving switches throug...
This paper addresses the matrix representation of dynamical systems in the perspective of fractional...
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