Add to ORKGWe describe a miniversal deformation of invariant subspaces (with regard to a fixed endomorphism) by means of a technique which can be applied to obtain explicitly miniversal deformations in a general orbit space. In addition, we present an application to the problem of classifying invariant subspaces.Peer Reviewe
AbstractGiven a nilpotent endomorphism, we consider the manifold of invariant subspaces having a fix...
AbstractWe find explicit miniversal deformations of flags in the generalized flag manifolds, with re...
We develop the theory of versal deformations of dialgebras and describe a method for constructing a ...
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...
AbstractGiven an orbit space M/Γ and an equivalence relation defined in it by means of the action of...
Given an orbit space $M/\Gamma$ and an equivalence relation defined in it by means of the action of...
Given an orbit space of matrices $M/\Gamma$ and an equivalence relation defined in it by means of th...
AbstractGiven an orbit space M/Γ and an equivalence relation defined in it by means of the action of...
AbstractGiven a nilpotent endomorphism, we consider the manifold of invariant subspaces having a fix...
Given a nilpotent endomorphism, we consider the manifold of invariant subspaces having a fixed Segre...
AbstractWe study the set M of pairs (f,V), defined by an endomorphism f of Fn and a d-dimensional f-...
AbstractWe study the set M of pairs (f,V), defined by an endomorphism f of Fn and a d-dimensional f-...
We study the set M of pairs (f; V ), defined by an endomorphism f of Fn and a d- dimensional f–invar...
We study the set M of pairs (f; V ), defined by an endomorphism f of Fn and a d- dimensional f–inva...
AbstractGiven a nilpotent endomorphism, we consider the manifold of invariant subspaces having a fix...
AbstractWe find explicit miniversal deformations of flags in the generalized flag manifolds, with re...
We develop the theory of versal deformations of dialgebras and describe a method for constructing a ...
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...
AbstractGiven an orbit space M/Γ and an equivalence relation defined in it by means of the action of...
Given an orbit space $M/\Gamma$ and an equivalence relation defined in it by means of the action of...
Given an orbit space of matrices $M/\Gamma$ and an equivalence relation defined in it by means of th...
AbstractGiven an orbit space M/Γ and an equivalence relation defined in it by means of the action of...
AbstractGiven a nilpotent endomorphism, we consider the manifold of invariant subspaces having a fix...
Given a nilpotent endomorphism, we consider the manifold of invariant subspaces having a fixed Segre...
AbstractWe study the set M of pairs (f,V), defined by an endomorphism f of Fn and a d-dimensional f-...
AbstractWe study the set M of pairs (f,V), defined by an endomorphism f of Fn and a d-dimensional f-...
We study the set M of pairs (f; V ), defined by an endomorphism f of Fn and a d- dimensional f–invar...
We study the set M of pairs (f; V ), defined by an endomorphism f of Fn and a d- dimensional f–inva...
AbstractGiven a nilpotent endomorphism, we consider the manifold of invariant subspaces having a fix...
AbstractWe find explicit miniversal deformations of flags in the generalized flag manifolds, with re...
We develop the theory of versal deformations of dialgebras and describe a method for constructing a ...