Add to ORKGGiven the set of matrix pairsM Mm,n.C/ Mn.C/ keeping a subspace S Cn invariant, we obtain a miniversal deformation of a pair belonging to an open dense subset ofM. It generalizes the known results when S is a supplementary subspace of the unobservable one
AbstractWe describe a miniversal deformation of invariant subspaces (with regard to a fixed endomorp...
Given an orbit space of matrices $M/\Gamma$ and an equivalence relation defined in it by means of th...
A compactification of the set of conditioned invariant subspaces of fixed dimension for an observabl...
Given the set of matrix pairsM Mm,n.C/ Mn.C/ keeping a subspace S Cn invariant, we obtain a mi...
Given the set of matrix pairs M ⊂ Mm,n(C) × Mn(C) keeping a subspace S ⊂ Cn invariant, we obtain a m...
Given the set of matrix pairs M ⊂ Mm,n(C) × Mn(C) keeping a subspace S ⊂ Cn invariant, we obtain a...
Given the set of vertical pairs of matrices M¿ Mm,n(C)×Mn(C) keeping the subspace Cd×{0} ¿ Cn invari...
Given the set of vertical pairs of matrices M¿ Mm,n(C)×Mn(C) keeping the subspace Cd×{0} ¿ Cn invar...
Given the set of vertical pairs of matrices ${\cal M}\subset M_{m,n}(\mathbb C)\times M_n(\mathbb C)...
AbstractThis paper presents a perturbation analysis of the canonical subspaces of a matrix pair (A,B...
Given an observable pair of matrices (C;A) we consider the manifold of (C;A)-invariant and observabl...
Given an observable pair of matrices (C;A) we consider the manifold of (C;A)-invariant and observab...
AbstractGiven an observable pair of matrices (C,A) we consider the manifold of (C,A)-invariant subsp...
We describe a miniversal deformation of invariant subspaces (with regard to a fixed endomorphism) by...
We describe a miniversal deformation of invariant subspaces (with regard to a fixed endomorphism) by...
AbstractWe describe a miniversal deformation of invariant subspaces (with regard to a fixed endomorp...
Given an orbit space of matrices $M/\Gamma$ and an equivalence relation defined in it by means of th...
A compactification of the set of conditioned invariant subspaces of fixed dimension for an observabl...
Given the set of matrix pairsM Mm,n.C/ Mn.C/ keeping a subspace S Cn invariant, we obtain a mi...
Given the set of matrix pairs M ⊂ Mm,n(C) × Mn(C) keeping a subspace S ⊂ Cn invariant, we obtain a m...
Given the set of matrix pairs M ⊂ Mm,n(C) × Mn(C) keeping a subspace S ⊂ Cn invariant, we obtain a...
Given the set of vertical pairs of matrices M¿ Mm,n(C)×Mn(C) keeping the subspace Cd×{0} ¿ Cn invari...
Given the set of vertical pairs of matrices M¿ Mm,n(C)×Mn(C) keeping the subspace Cd×{0} ¿ Cn invar...
Given the set of vertical pairs of matrices ${\cal M}\subset M_{m,n}(\mathbb C)\times M_n(\mathbb C)...
AbstractThis paper presents a perturbation analysis of the canonical subspaces of a matrix pair (A,B...
Given an observable pair of matrices (C;A) we consider the manifold of (C;A)-invariant and observabl...
Given an observable pair of matrices (C;A) we consider the manifold of (C;A)-invariant and observab...
AbstractGiven an observable pair of matrices (C,A) we consider the manifold of (C,A)-invariant subsp...
We describe a miniversal deformation of invariant subspaces (with regard to a fixed endomorphism) by...
We describe a miniversal deformation of invariant subspaces (with regard to a fixed endomorphism) by...
AbstractWe describe a miniversal deformation of invariant subspaces (with regard to a fixed endomorp...
Given an orbit space of matrices $M/\Gamma$ and an equivalence relation defined in it by means of th...
A compactification of the set of conditioned invariant subspaces of fixed dimension for an observabl...