引进了真弱几乎周期点极小系统这一新概念,即一个含有真的弱几乎周期点而不存在真子系统具有此性质的系统,并证明了该系统是拓扑传递,具有满测度中心.结果表明:该系统是Takens-Ruelle混沌的,强遍历和完全遍历敏感的.
A new concept of proper weakly almost periodic point minimal system is introduced,that is,a system contains proper weakly almost periodic points containing no proper subsystem with these properties.We prove that such a system is topologically transitive and has a full measure center.It can be proved further that such a system is Taken-Ruelle chaos,strongly ergodic and totally ergodicly sensitive.