中文摘要：

在作用于一致空间的动力系统（X,f）中研究了伪轨跟踪的若干性质,得到如下结果：（1）f的任意一条链都能被一条真实的轨道跟踪.（2）如果存在正整数k∈N,使得f^k有伪轨跟踪性质,则f也有伪轨跟踪性质.（3）如果f是有d-跟踪性质,则对任意的k∈N,f^k有d-跟踪性质.（4）如果（X,f）是拓扑共轭于（Y,g）,则f有伪轨跟踪性质当且仅当g有伪轨跟踪性质.

英文摘要：

This paper introduces a lot of pseudo- orbit shadowing properties in topologic dynamical system in uniform space. And then some main results are given：（ 1） Suppose that X is a uniform space,and f ∶ X → X is a uniformly continuous and surjective map,then the chain with any length is traced by a true orbit.（ 2） Let f be uniformly continuous.If f^k has the pseudo- orbit- tracing property,then so does f.（ 3） If f has d- shadowing property then so does fk for any k≥1.（ 4） Let f ∶X → X and g∶Y → Y be uniformly continuous. If（ X,f） is topologically conjugate（ Y,g） then f has d-shadowing property if and only if g does.