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- Affine_Grassmannian abstract "In mathematics, the term affine Grassmannian has two distinct meanings; the concept treated in this article is the affine Grassmannian of an algebraic group G over a field k. It is an ind-scheme—a limit of finite-dimensional schemes—which can be thought of as a flag variety for the loop group G(k((t))) and which describes the representation theory of the Langlands dual group LG through what is known as the geometric Satake correspondence.".
- Affine_Grassmannian wikiPageID "16896827".
- Affine_Grassmannian wikiPageLength "3091".
- Affine_Grassmannian wikiPageOutDegree "17".
- Affine_Grassmannian wikiPageRevisionID "699298464".
- Affine_Grassmannian wikiPageWikiLink Algebraic_curve.
- Affine_Grassmannian wikiPageWikiLink Algebraic_group.
- Affine_Grassmannian wikiPageWikiLink Beauville–Laszlo_theorem.
- Affine_Grassmannian wikiPageWikiLink Category:Algebraic_geometry.
- Affine_Grassmannian wikiPageWikiLink Element_(category_theory).
- Affine_Grassmannian wikiPageWikiLink Filtration_(mathematics).
- Affine_Grassmannian wikiPageWikiLink Formal_power_series.
- Affine_Grassmannian wikiPageWikiLink Generalized_flag_variety.
- Affine_Grassmannian wikiPageWikiLink Geometric_Satake_correspondence.
- Affine_Grassmannian wikiPageWikiLink Ind-scheme.
- Affine_Grassmannian wikiPageWikiLink Langlands_dual_group.
- Affine_Grassmannian wikiPageWikiLink Mathematics.
- Affine_Grassmannian wikiPageWikiLink Principal_homogeneous_space.
- Affine_Grassmannian wikiPageWikiLink Reductive_group.
- Affine_Grassmannian wikiPageWikiLink Representable_functor.
- Affine_Grassmannian wikiPageWikiLink Scheme_(mathematics).
- Affine_Grassmannian wikiPageWikiLink Yoneda_lemma.
- Affine_Grassmannian wikiPageWikiLinkText "Affine Grassmannian".
- Affine_Grassmannian wikiPageWikiLinkText "affine Grassmannian".
- Affine_Grassmannian wikiPageUsesTemplate Template:Brackets.
- Affine_Grassmannian wikiPageUsesTemplate Template:Cite_book.
- Affine_Grassmannian wikiPageUsesTemplate Template:For.
- Affine_Grassmannian subject Category:Algebraic_geometry.
- Affine_Grassmannian hypernym Colimit.
- Affine_Grassmannian comment "In mathematics, the term affine Grassmannian has two distinct meanings; the concept treated in this article is the affine Grassmannian of an algebraic group G over a field k. It is an ind-scheme—a limit of finite-dimensional schemes—which can be thought of as a flag variety for the loop group G(k((t))) and which describes the representation theory of the Langlands dual group LG through what is known as the geometric Satake correspondence.".
- Affine_Grassmannian label "Affine Grassmannian".
- Affine_Grassmannian sameAs Q4688931.
- Affine_Grassmannian sameAs m.0411hkt.
- Affine_Grassmannian sameAs Q4688931.
- Affine_Grassmannian wasDerivedFrom Affine_Grassmannian?oldid=699298464.
- Affine_Grassmannian isPrimaryTopicOf Affine_Grassmannian.