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Well quasi-orders generated by a word-shuffle rewriting

机译:单词混排重写生成的拟准序

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Given a set I of words, the set LεI of all words obtained by the shuffle of (copies of) words of I is naturally provided with a partial order: for u,v in LεI, u*I if and only if v is the shuffle of u and another word of LεI. In [F. D’Alessandro, S. Varricchio, Well quasi-orders, unavoidable sets and derivation systems, in: Word Avoidability Complexity and Morphisms (WACAM), RAIRO Theoretical Informatics and Applications 40 (3) (2006) 407–426 (special issue)], the authors have opened the problem of the characterization of the finite sets I such that *I is a well quasi-order on LεI. In this paper we give an answer in the case when I consists of a single word w.
机译:给定一组单词I,对I的单词(的副本)进行随机混洗获得的所有单词的集合LεI自然具有部分顺序:对于L∈I中的u,v,当且仅当v是洗牌u和另一个词LεI。在[F. D'Alessandro,S。Varricchio,良好的拟序,不可避免的集合和派生系统,在:单词可避免性复杂性和形态学(WACAM),RAIRO理论信息学与应用40(3)(2006)407–426(特殊问题)] ,作者提出了有限集I的特征化问题,使得* I是LεI上的一个很好的拟阶。在本文中,当我由单个单词w组成时,我们给出一个答案。

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