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伪轨跟踪性与等度连续

Pseudo-orbit Tracing Property and Equicontinuity
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摘要 本文介绍了伪轨跟踪与等度连续得基本概念及结论,主要研究伪轨跟踪性质在不变集上的保持性,在映射下的不变性。 The article describes the pseudo-orbit tracing and equicontinuous get the basic concept and conclusions,the main research pseudo-orbit tracing property in the invariant set to keep on the nature of the invariance under the mapping with a pseudo-orbit tracing of equicontinuous mappings without variable sets to maintain and it has a limit shadowing property,as well as pseudo-orbit shadowing property and the relationship between the equicontinuous.
出处 《吉林工程技术师范学院学报》 2010年第2期78-80,共3页 Journal of Jilin Engineering Normal University
关键词 紧致度量空间 伪轨跟踪性 等度连续 compact metric space pseudo-orbit tracing property equicontinuity
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  • 1周作领,廖公夫,王兰宇.正拓扑熵与紊动不等价——一类极小子转移[J].中国科学(A辑),1994,24(3):256-261. 被引量:11
  • 2P Walters. On the psendo- orbit tracing property and its relationship to stability[ J ]. Lectare Notes in Math,Springer Verlag Berlin Heidelbery, 1991,668 : 191 - 210.
  • 3L Chen. Linking and shadowing property for pieeewise monotone maps[ J ] . Proc Amer Math Soc, 1991,113 :251 - 263.
  • 4E M Coven,I Kan and J A Yorke. Pseudo- orbit shadowing in the family of tent maps[J] .Tram Amer Math Soc, 1988,308 : 227 - 241.
  • 5T Gedeon and M kuchta. Shadowing property of contionuous maps[J] .Proc Amer Math Soc, 1992, 115:271 - 281.
  • 6L Chen and S H Li. Shadowing property for in verse limit spaces[J].Proc Amer Math Soc, 1992, 115:573 - 580.
  • 7M Benaim and M W Hirsch. Asymptotic pseudo trajectories and chain recurrent flows, with applications[J]. J Dynam Diff Eq,1996,8:141 - 176.
  • 8Devaney R. An Introduction to Chaotic Dynamical Systems[M].Addison-Wesley,1989.
  • 9Bank J, Brooks J,Gains G, Davis G and Stacey D. On Devaney's Definition of Chaos[J].Amer.Math.Monthly, 1992,99(4):332-334.
  • 10LI T Y and Yorke J A. Period Three Implies Chaos[J].Amer. Math. Monthly, 1975,82:985-992.

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