AbstractWe generalize some properties of invariant subspaces of endomorphisms to (A, B)-invariant subspaces. In particular we show that in appropriate bases the pair (A, B) can be written as([A10A3A2],[B10B3B2]),where (A1, B1) is the pair of the restriction of (A, B) to the (A, B)-invariant subspace
Introduction In the present paper a review is given of the important system theoretic concept of (A...
AbstractGiven a controllable system defined by a pair of matrices (A,B), we investigate the geometry...
[EN] Given an endomorphism A over a finite dimensional vector space having Jordan-Chevalley decompos...
AbstractWe generalize some properties of invariant subspaces of endomorphisms to (A, B)-invariant su...
AbstractWe consider (A, B)t-invariant subspaces having a Brunovsky basis which can be extended to a ...
AbstractWe are concerned with the following problem: Let Xi, i1,2, be vector spaces over C;Yi subsp...
AbstractWe present some equivalent characterizations of the block similarity of matrix pairs, with a...
AbstractWe are concerned with the following problem: Let Xi, i1,2, be vector spaces over C;Yi subsp...
The classification of invariant subspaces is an open problem related to other important ones like th...
AbstractEvery invariant subspace of the commutant {A′} of an operator A is the range of some operato...
AbstractTwo linear operators A and B on a finite dimensional complex vector space have the same latt...
AbstractElementary arguments are used to establish equivalent conditions for an operator on a finite...
AbstractWe study the set M of pairs (f,V), defined by an endomorphism f of Fn and a d-dimensional f-...
AbstractGiven (A,B)t ∈ Hom(Cn,Cn+m) observable, we prove that the set of (A,B)t-invariant subspaces ...
AbstractLet (A,B)∈Cn×n×Cn×m and let M be an (A,B)-invariant subspace. In this paper the following re...
Introduction In the present paper a review is given of the important system theoretic concept of (A...
AbstractGiven a controllable system defined by a pair of matrices (A,B), we investigate the geometry...
[EN] Given an endomorphism A over a finite dimensional vector space having Jordan-Chevalley decompos...
AbstractWe generalize some properties of invariant subspaces of endomorphisms to (A, B)-invariant su...
AbstractWe consider (A, B)t-invariant subspaces having a Brunovsky basis which can be extended to a ...
AbstractWe are concerned with the following problem: Let Xi, i1,2, be vector spaces over C;Yi subsp...
AbstractWe present some equivalent characterizations of the block similarity of matrix pairs, with a...
AbstractWe are concerned with the following problem: Let Xi, i1,2, be vector spaces over C;Yi subsp...
The classification of invariant subspaces is an open problem related to other important ones like th...
AbstractEvery invariant subspace of the commutant {A′} of an operator A is the range of some operato...
AbstractTwo linear operators A and B on a finite dimensional complex vector space have the same latt...
AbstractElementary arguments are used to establish equivalent conditions for an operator on a finite...
AbstractWe study the set M of pairs (f,V), defined by an endomorphism f of Fn and a d-dimensional f-...
AbstractGiven (A,B)t ∈ Hom(Cn,Cn+m) observable, we prove that the set of (A,B)t-invariant subspaces ...
AbstractLet (A,B)∈Cn×n×Cn×m and let M be an (A,B)-invariant subspace. In this paper the following re...
Introduction In the present paper a review is given of the important system theoretic concept of (A...
AbstractGiven a controllable system defined by a pair of matrices (A,B), we investigate the geometry...
[EN] Given an endomorphism A over a finite dimensional vector space having Jordan-Chevalley decompos...
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