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- W177188972 abstract "Let X be a finite set, T(X) be the monoid of all transformations on X and Sym(X) be the symmetric group on X . Recentely Levi, McAlister and McFadden proved that if |X | > 4, G is a normal subgroup of Sym(X) and a ∈ T(X) Sym(X), then 〈gag : g ∈ G〉 = 〈{a} ∪G〉 G. The aim of this paper is to prove a linear analogous of this result." @default.
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- W177188972 date "2004-01-01" @default.
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- W177188972 title "Semigroups of matrices closed under conjugation by normal linear groups" @default.
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