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Abelian point stabilizers in transitive permutation groups
Authors:I M Isaacs
Institution:Department of Mathematics, University of Wisconsin, 480 Lincoln Dr., Madison, Wisconsin 53706
Abstract:In this note we prove that if the point stabilizer $A$ in a transitive permutation group of degree $m$ is abelian, then the exponent of $A$is less than $m$. This extends an earlier result of Andrea Lucchini, who proved this in the case where $A$ is cyclic.

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