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On the intersection of solvable Hall subgroups in finite simple exceptional groups of Lie type
Published 5 Mar 2013 in math.GR | (1303.0936v1)
Abstract: Assume that a finite almost simple group with simple socle isomorphic to an exceptional group of Lie type possesses a solvable Hall subgroup. Then there exist four conjugates of the subgroup such that their intersection is trivial.
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