AbstractGiven a square n-matrix F and an n-row matrix G, pole-shifting problems consist in obtaining more or less arbitrary characteristic polynomials for F+GK, for suitable (“feedback”) matrices K. A review of known facts is given, various partial results are proved, and the case n = 2 is studied in some detail
. We provide some new necessary and sufficient conditions which guarantee arbitrary pole placement o...
Abstract: Let A, B and C be matrices of sizes n×n, n×m and p×n respectively, with entries from an ar...
In this paper, computational methods to test the reach ability and stabilizability of a system over ...
AbstractNew results are given on the pole-shifting problem for commutative rings, and these are then...
AbstractThis paper deals with the pole-shifting problem for non-necessarily reachable linear systems...
AbstractWe prove that for any family of n-dimensional controllable linear systems, continuously para...
[EN] A Kalman reduced form is obtained for linear systems over Hermite rings. This reduced form give...
AbstractWe establish sufficient conditions for assignability of reachable linear systems over commut...
AbstractBased on an “almost”-control-canonical form for reachable systems over PIDs, it is shown tha...
Title: Pole Shifting Theorem in Control Theory Author: Alexander Gažo Department: Department of Alge...
New results are given on the pole-shifting problem for commutative rings, and these are then applied...
AbstractThis paper is concerned with the pole assignability property in commutative rings. Specifica...
AbstractWe characterize the class of commutative rings R such that, for any linear system (A,B) with...
AbstractGiven a pair of matrices (A,B)∈Rn×n×Rn×m with coefficients in a commutative ring we study th...
New results are given on the pole-shifting problem for commutative rings, and these are then applied...
. We provide some new necessary and sufficient conditions which guarantee arbitrary pole placement o...
Abstract: Let A, B and C be matrices of sizes n×n, n×m and p×n respectively, with entries from an ar...
In this paper, computational methods to test the reach ability and stabilizability of a system over ...
AbstractNew results are given on the pole-shifting problem for commutative rings, and these are then...
AbstractThis paper deals with the pole-shifting problem for non-necessarily reachable linear systems...
AbstractWe prove that for any family of n-dimensional controllable linear systems, continuously para...
[EN] A Kalman reduced form is obtained for linear systems over Hermite rings. This reduced form give...
AbstractWe establish sufficient conditions for assignability of reachable linear systems over commut...
AbstractBased on an “almost”-control-canonical form for reachable systems over PIDs, it is shown tha...
Title: Pole Shifting Theorem in Control Theory Author: Alexander Gažo Department: Department of Alge...
New results are given on the pole-shifting problem for commutative rings, and these are then applied...
AbstractThis paper is concerned with the pole assignability property in commutative rings. Specifica...
AbstractWe characterize the class of commutative rings R such that, for any linear system (A,B) with...
AbstractGiven a pair of matrices (A,B)∈Rn×n×Rn×m with coefficients in a commutative ring we study th...
New results are given on the pole-shifting problem for commutative rings, and these are then applied...
. We provide some new necessary and sufficient conditions which guarantee arbitrary pole placement o...
Abstract: Let A, B and C be matrices of sizes n×n, n×m and p×n respectively, with entries from an ar...
In this paper, computational methods to test the reach ability and stabilizability of a system over ...
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