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- Double_coset abstract "In mathematics, an (H,K) double coset in G, where G is a group and H and K are subgroups of G, is an equivalence class for the equivalence relation defined on G byx ~ y if there are h in H and k in K with hxk = y.Then each double coset is of the form HxK, and G is partitioned into its (H,K) double cosets; each of them is a union of ordinary right cosets Hy of H in G and left cosets zK of K in G. In another aspect, these are in fact orbits for the group action of H×K on G with H acting by left multiplication and K by inverse right multiplication. The set of double cosets can be writtenH\G/K.".
- Double_coset wikiPageID "982771".
- Double_coset wikiPageRevisionID "602790725".
- Double_coset hasPhotoCollection Double_coset.
- Double_coset subject Category:Group_theory.
- Double_coset comment "In mathematics, an (H,K) double coset in G, where G is a group and H and K are subgroups of G, is an equivalence class for the equivalence relation defined on G byx ~ y if there are h in H and k in K with hxk = y.Then each double coset is of the form HxK, and G is partitioned into its (H,K) double cosets; each of them is a union of ordinary right cosets Hy of H in G and left cosets zK of K in G.".
- Double_coset label "Double coset".
- Double_coset label "双陪集".
- Double_coset sameAs m.03wjft.
- Double_coset sameAs Q5299992.
- Double_coset sameAs Q5299992.
- Double_coset wasDerivedFrom Double_coset?oldid=602790725.
- Double_coset isPrimaryTopicOf Double_coset.