Stiefel manifold
In mathematics, the Stiefel manifold is the set of all orthonormal k-frames in That is, it is the set of ordered orthonormal k-tuples of vectors in It is named after Swiss mathematician Eduard Stiefel. Likewise one can define the complex Stiefel manifold of orthonormal k-frames in and the quaternionic Stiefel manifold of orthonormal k-frames in . More generally, the construction applies to any real, complex, or quaternionic inner product space.
Wikipage redirect
Bott periodicity theoremClassifying spaceComplex Stiefel manifoldDirectional statisticsDual basisEduard StiefelGrassmannianHomotopy principleImmersion (mathematics)K-frameList of differential geometry topicsList of manifoldsMichael_AtiyahOrientation (vector space)Orthogonal groupOrthonormal basisPrincipal homogeneous spaceRegular homotopySphere eversionStiefel–Whitney classStunted projective spaceTopological manifoldVon Mises–Fisher distribution
Link from a Wikipage to another Wikipage
primaryTopic
Stiefel manifold
In mathematics, the Stiefel manifold is the set of all orthonormal k-frames in That is, it is the set of ordered orthonormal k-tuples of vectors in It is named after Swiss mathematician Eduard Stiefel. Likewise one can define the complex Stiefel manifold of orthonormal k-frames in and the quaternionic Stiefel manifold of orthonormal k-frames in . More generally, the construction applies to any real, complex, or quaternionic inner product space.
has abstract
En mathématiques, les différen ...... stiques de façon systématique.
@fr
In der Mathematik parametrisie ...... Unterräume eines Vektorraumes.
@de
In mathematics, the Stiefel ma ...... with the general linear group.
@en
Link from a Wikipage to an external page
Wikipage page ID
page length (characters) of wiki page
Wikipage revision ID
924,368,852
Link from a Wikipage to another Wikipage
id
Stiefel_manifold
@en
title
Stiefel manifold
@en
wikiPageUsesTemplate
hypernym
comment
En mathématiques, les différen ...... ie ou des aspects algébriques.
@fr
In der Mathematik parametrisie ...... Unterräume eines Vektorraumes.
@de
In mathematics, the Stiefel ma ...... ternionic inner product space.
@en
label
Stiefel manifold
@en
Stiefel-Mannigfaltigkeit
@de
Variété de Stiefel
@fr