1) boundless expand
无限可扩展
2) infinitely-expansive
无限可扩
1.
Using those properties obtained,the following result is proved by a constructive method: Let X be a completely metric space with a fixed point,if f is a topological transitive continuous self-map on X,then there exists a dense infinitely-expansive LY-scrambled set consisting of transitive points of f.
并利用所得性质在具有不动点的完备度量空间X中构造性地证明了:如果f是X上的一个拓扑传递的连续自映射,则存在一个由拓扑传递点构成的稠密的无限可扩的LY-不规则集。
3) hreshold extenion
门限扩展
4) tolerance expansion
容限扩展
5) unbiased extended
无偏扩展
6) non expansivity
无扩展性
补充资料：充扩
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