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- Classical_group abstract "In mathematics, the classical Lie groups are four infinite families of Lie groups closely related to the symmetries of Euclidean spaces. Their finite analogues are the classical groups of Lie type. The term was coined by Hermann Weyl (as seen in the title of his 1939 monograph The Classical Groups).Sometimes classical groups are discussed in the restricted setting of compact groups, a formulation which makes their representation theory and algebraic topology easiest to handle. It does, however, exclude the general linear group.".
- Classical_group wikiPageExternalLink books?id=AfYZAQAAIAAJ.
- Classical_group wikiPageID "10172878".
- Classical_group wikiPageRevisionID "601285267".
- Classical_group author Vladimir_Leonidovich_Popov.
- Classical_group hasPhotoCollection Classical_group.
- Classical_group id "C/c022410".
- Classical_group title "Classical group".
- Classical_group subject Category:Lie_groups.
- Classical_group type Abstraction100002137.
- Classical_group type Group100031264.
- Classical_group type LieGroups.
- Classical_group comment "In mathematics, the classical Lie groups are four infinite families of Lie groups closely related to the symmetries of Euclidean spaces. Their finite analogues are the classical groups of Lie type. The term was coined by Hermann Weyl (as seen in the title of his 1939 monograph The Classical Groups).Sometimes classical groups are discussed in the restricted setting of compact groups, a formulation which makes their representation theory and algebraic topology easiest to handle.".
- Classical_group label "Classical group".
- Classical_group label "Groupe classique".
- Classical_group label "Klassieke groep".
- Classical_group label "典型群".
- Classical_group sameAs Groupe_classique.
- Classical_group sameAs Klassieke_groep.
- Classical_group sameAs m.02q44c4.
- Classical_group sameAs Q2285809.
- Classical_group sameAs Q2285809.
- Classical_group sameAs Classical_group.
- Classical_group wasDerivedFrom Classical_group?oldid=601285267.
- Classical_group isPrimaryTopicOf Classical_group.