DOIAbstract
AbstractFor a given system (A,B,C) necessary and sufficient conditions are given to assign invariant factors to the matrix of the system performing a state feedback and an output injection, over an arbitrary field
AbstractFor a given system (A,B,C) necessary and sufficient conditions are given to assign invariant factors to the matrix of the system performing a state feedback and an output injection, over an arbitrary field
The powerful method for the solution of the algebraic Riccati equation developed by Denman and Beave...
AbstractLet A¯∈Fn×n, B¯∈Fn×m, where F is an arbitrary field. In this paper we solve the problem of t...
For linear, time-invariant, stabilizable multivariable systems, we examine the problem of the existe...
AbstractFor a given system (A,B,C) necessary and sufficient conditions are given to assign invariant...
AbstractThe feedback equivalence classes of matrix pairs (A+KC,B+KW) obtained by output injection of...
AbstractFor a given matrix pair (A, B), A square, necessary and sufficient conditions are establishe...
AbstractThe characterization of the similarity classes of matrices A+BF+KC+KWF obtained by State Fee...
Bibliography: p. [26-27]"January 1982."NSF Grant ECS-8006896 AFOSR grant AFOSR-80-0155by T.E. Djafer...
AbstractWorking with input-output transfer functions in the frequency domain and exploiting a formul...
The structure of time-scales in systems of the form x = A(S)x is related to the invariant factors of...
AbstractThe transfer matrix approach allows one to exhibit fairly easily fundamental invariants of m...
We examine relations between denominator assigning proper compensators in the feedback path of linea...
Includes bibliographical references (page 30)This paper describes a method to obtain the state\ud va...
AbstractThe role of system invariants in solutions of classical control problems when regular state ...
A result originally reported by Hammer for linear time invariant (LTI) single input-single output sy...
The powerful method for the solution of the algebraic Riccati equation developed by Denman and Beave...
AbstractLet A¯∈Fn×n, B¯∈Fn×m, where F is an arbitrary field. In this paper we solve the problem of t...
For linear, time-invariant, stabilizable multivariable systems, we examine the problem of the existe...
AbstractFor a given system (A,B,C) necessary and sufficient conditions are given to assign invariant...
AbstractThe feedback equivalence classes of matrix pairs (A+KC,B+KW) obtained by output injection of...
AbstractFor a given matrix pair (A, B), A square, necessary and sufficient conditions are establishe...
AbstractThe characterization of the similarity classes of matrices A+BF+KC+KWF obtained by State Fee...
Bibliography: p. [26-27]"January 1982."NSF Grant ECS-8006896 AFOSR grant AFOSR-80-0155by T.E. Djafer...
AbstractWorking with input-output transfer functions in the frequency domain and exploiting a formul...
The structure of time-scales in systems of the form x = A(S)x is related to the invariant factors of...
AbstractThe transfer matrix approach allows one to exhibit fairly easily fundamental invariants of m...
We examine relations between denominator assigning proper compensators in the feedback path of linea...
Includes bibliographical references (page 30)This paper describes a method to obtain the state\ud va...
AbstractThe role of system invariants in solutions of classical control problems when regular state ...
A result originally reported by Hammer for linear time invariant (LTI) single input-single output sy...
The powerful method for the solution of the algebraic Riccati equation developed by Denman and Beave...
AbstractLet A¯∈Fn×n, B¯∈Fn×m, where F is an arbitrary field. In this paper we solve the problem of t...
For linear, time-invariant, stabilizable multivariable systems, we examine the problem of the existe...
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