中文摘要：

参照Feigenbaum搓揉子移位的定义，给出了＊积子移位的概念，并通过探讨＊积子移位与代换子移位的关系，利用代换子移位的已有结果证明了每个＊积子移位都是极小的、惟一遍历的以及在Li—Yorke意义下非混沌且具有零拓扑熵，由此推出每个Feigenbaum搓揉子移位也具有上述性质．

英文摘要：

Following Feigenbaum＇ s kneading subshifts, we introduced the notion of ＊ product subshift under the wider sense. By investigating the relationship between ＊ product subshift and substitution subshift, and by using the known results on substitution subshifts, we proved that every ＊ product subshift is minimal,uniquely ergodic, non-chaotic in the sense of Li and Yorke and has zero topological entropy, from which we deduced that every Feigenbaum＇ s kneading subshift also exhibits the above properties.