AbstractGiven an observable pair of matrices (C,A) we consider the manifold of (C,A)-invariant subspaces having a fixed Brunovsky–Kronecker structure. Using Arnold techniques we obtain the explicit form of a miniversal deformation of a marked (C,A)-invariant subspace with respect to the usual equivalence relation. As an application, we obtain the dimension of the orbit and we characterize the structurally stable subspaces (those with open orbit)
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 pairsM Mm,n.C/ Mn.C/ keeping a subspace S Cn invariant, we obtain a mi...
AbstractGiven a nilpotent endomorphism, we consider the manifold of invariant subspaces having a fix...
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 a nilpotent endomorphism, we consider the manifold of invariant subspaces having a fix...
Given the set of vertical pairs of matrices ${\cal M}\subset M_{m,n}(\mathbb C)\times M_n(\mathbb C)...
Given a nilpotent endomorphism, we consider the manifold of invariant subspaces having a fixed Segre...
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 M¿ Mm,n(C)×Mn(C) keeping the subspace Cd×{0} ¿ Cn invari...
Given a pair of matrices (A;B) we study the stability of their invariant subspaces from the geometry...
Given the set of matrix pairs M ⊂ Mm,n(C) × Mn(C) keeping a subspace S ⊂ Cn invariant, we obtain a m...
AbstractLet (A,B)∈Cn×n×Cn×m and let M be an (A,B)-invariant subspace. In this paper the following re...
Given the set of matrix pairs M ⊂ Mm,n(C) × Mn(C) keeping a subspace S ⊂ Cn invariant, we obtain a...
AbstractGiven (A,B)t ∈ Hom(Cn,Cn+m) observable, we prove that the set of (A,B)t-invariant subspaces ...
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 pairsM Mm,n.C/ Mn.C/ keeping a subspace S Cn invariant, we obtain a mi...
AbstractGiven a nilpotent endomorphism, we consider the manifold of invariant subspaces having a fix...
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 a nilpotent endomorphism, we consider the manifold of invariant subspaces having a fix...
Given the set of vertical pairs of matrices ${\cal M}\subset M_{m,n}(\mathbb C)\times M_n(\mathbb C)...
Given a nilpotent endomorphism, we consider the manifold of invariant subspaces having a fixed Segre...
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 M¿ Mm,n(C)×Mn(C) keeping the subspace Cd×{0} ¿ Cn invari...
Given a pair of matrices (A;B) we study the stability of their invariant subspaces from the geometry...
Given the set of matrix pairs M ⊂ Mm,n(C) × Mn(C) keeping a subspace S ⊂ Cn invariant, we obtain a m...
AbstractLet (A,B)∈Cn×n×Cn×m and let M be an (A,B)-invariant subspace. In this paper the following re...
Given the set of matrix pairs M ⊂ Mm,n(C) × Mn(C) keeping a subspace S ⊂ Cn invariant, we obtain a...
AbstractGiven (A,B)t ∈ Hom(Cn,Cn+m) observable, we prove that the set of (A,B)t-invariant subspaces ...
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 pairsM Mm,n.C/ Mn.C/ keeping a subspace S Cn invariant, we obtain a mi...
AbstractGiven a nilpotent endomorphism, we consider the manifold of invariant subspaces having a fix...
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