DOIAbstract
AbstractWe find explicit miniversal deformations of flags in the generalized flag manifolds, with regard a natural equivalence relation defined by the group action that keeps fixed the reference flag
AbstractWe find explicit miniversal deformations of flags in the generalized flag manifolds, with regard a natural equivalence relation defined by the group action that keeps fixed the reference flag
We prove the equivalence of the deformation theory for a higher dimensional Calabi--Yau manifold and...
Given an increasing sequence of dimensions, a flag in a vector space is an increasing sequence of su...
We define the class of admissible linear embeddings of flag varieties. The definition is given in th...
AbstractWe find explicit miniversal deformations of flags in the generalized flag manifolds, with re...
We find explicit miniversal deformations of flags in the generalized flag manifolds, with regard a n...
AbstractGiven an orbit space M/Γ and an equivalence relation defined in it by means of the action of...
A natural equivalence relation can be considered in the generalized flag manifold. First we give a ...
A natural equivalence relation can be considered in the generalized flag manifold. First we give a c...
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 $M/\Gamma$ and an equivalence relation defined in it by means of the action of...
AbstractGiven an orbit space M/Γ and an equivalence relation defined in it by means of the action of...
AbstractWe study the set M of pairs (f,V), defined by an endomorphism f of Fn and a d-dimensional f-...
Given an orbit space of matrices $M/\Gamma$ and an equivalence relation defined in it by means of th...
We prove the equivalence of the deformation theory for a higher dimensional Calabi--Yau manifold and...
Given an increasing sequence of dimensions, a flag in a vector space is an increasing sequence of su...
We define the class of admissible linear embeddings of flag varieties. The definition is given in th...
AbstractWe find explicit miniversal deformations of flags in the generalized flag manifolds, with re...
We find explicit miniversal deformations of flags in the generalized flag manifolds, with regard a n...
AbstractGiven an orbit space M/Γ and an equivalence relation defined in it by means of the action of...
A natural equivalence relation can be considered in the generalized flag manifold. First we give a ...
A natural equivalence relation can be considered in the generalized flag manifold. First we give a c...
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 $M/\Gamma$ and an equivalence relation defined in it by means of the action of...
AbstractGiven an orbit space M/Γ and an equivalence relation defined in it by means of the action of...
AbstractWe study the set M of pairs (f,V), defined by an endomorphism f of Fn and a d-dimensional f-...
Given an orbit space of matrices $M/\Gamma$ and an equivalence relation defined in it by means of th...
We prove the equivalence of the deformation theory for a higher dimensional Calabi--Yau manifold and...
Given an increasing sequence of dimensions, a flag in a vector space is an increasing sequence of su...
We define the class of admissible linear embeddings of flag varieties. The definition is given in th...
Add to ORKG