THE STRUCTURE OF 1-DIMEN-SIONAL PERMUTATION GROUPS

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<正> Let G be a permutation group on a finite set. A base for G is a sequence X=α1,α2,…,αx of points such that the only element of G fixing all the aj is the identity (C. C. Sims, 1970). If any proper subsequence of the base X is not a base for G, th
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