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      Diffeomorphisms with the M0-shadowing Property

      Xu; ZHANG; Xin; Xing; WU Department; of; Mathematics; Shandong; University; Weihai; 264209; P.R.China; School; of; Sciences; Southwest; Petroleum; University; Chengdu; 610500; P.R.China; Department; of; Electronic; Engineering; City; University; of; Hong; Kong; Hong; Kong; SAR; P.R.China

      關(guān)鍵詞:anosov diffeomorphism average shadowing property 

      摘要:This paper studies the M0-shadowing property for the dynamics of diffeomorphisms defined on closed manifolds. The C1 interior of the set of all two dimensional diffeomorphisms with the M0-shadowing property is described by the set of all Anosov diffeomorphisms. The C1-stably M0-shadowing property on a non-trivial transitive set implies the diffeomorphism has a dominated splitting.

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