Matches in DBpedia 2015-10 for { ?s ?p "In mathematics, a group of Lie type is a group closely related to the group, G(k), of rational points of a reductive linear algebraic group, G, with values in the field, k. Finite groups of Lie type give the bulk of non-abelian finite simple groups. Special cases include the classical groups, the Chevalley groups, the Steinberg groups, and the Suzuki–Ree groups.All Lie groups are groups of Lie type, but not vice-versa.Dieudonné (1971) and Carter (1989) are standard references for groups of Lie type."@en }
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- Group_of_Lie_type abstract "In mathematics, a group of Lie type is a group closely related to the group, G(k), of rational points of a reductive linear algebraic group, G, with values in the field, k. Finite groups of Lie type give the bulk of non-abelian finite simple groups. Special cases include the classical groups, the Chevalley groups, the Steinberg groups, and the Suzuki–Ree groups.All Lie groups are groups of Lie type, but not vice-versa.Dieudonné (1971) and Carter (1989) are standard references for groups of Lie type.".