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- Affine_Grassmannian_(manifold) abstract "In mathematics, there are two distinct meanings of the term affine Grassmannian. In one it is the manifold of all k-dimensional affine subspaces of Rn (described on this page), while in the other the affine Grassmannian is a quotient of a group-ring based on formal Laurent series.".
- Affine_Grassmannian_(manifold) wikiPageID "17072220".
- Affine_Grassmannian_(manifold) wikiPageRevisionID "597559530".
- Affine_Grassmannian_(manifold) hasPhotoCollection Affine_Grassmannian_(manifold).
- Affine_Grassmannian_(manifold) subject Category:Algebraic_geometry.
- Affine_Grassmannian_(manifold) subject Category:Algebraic_homogeneous_spaces.
- Affine_Grassmannian_(manifold) subject Category:Differential_geometry.
- Affine_Grassmannian_(manifold) subject Category:Projective_geometry.
- Affine_Grassmannian_(manifold) type Abstraction100002137.
- Affine_Grassmannian_(manifold) type AlgebraicHomogeneousSpaces.
- Affine_Grassmannian_(manifold) type Attribute100024264.
- Affine_Grassmannian_(manifold) type Space100028651.
- Affine_Grassmannian_(manifold) comment "In mathematics, there are two distinct meanings of the term affine Grassmannian. In one it is the manifold of all k-dimensional affine subspaces of Rn (described on this page), while in the other the affine Grassmannian is a quotient of a group-ring based on formal Laurent series.".
- Affine_Grassmannian_(manifold) label "Affine Grassmannian (manifold)".
- Affine_Grassmannian_(manifold) sameAs m.0417dck.
- Affine_Grassmannian_(manifold) sameAs Q4688933.
- Affine_Grassmannian_(manifold) sameAs Q4688933.
- Affine_Grassmannian_(manifold) sameAs Affine_Grassmannian_(manifold).
- Affine_Grassmannian_(manifold) wasDerivedFrom Affine_Grassmannian_(manifold)?oldid=597559530.
- Affine_Grassmannian_(manifold) isPrimaryTopicOf Affine_Grassmannian_(manifold).