Abstract
In [10] A. Morimoto proved that every topologically stable homeomorphism of a compact manifold M has the pseudo-orbit tracing property in the case dim (M) ≥ 2. Further, in studying relation between the topological stability and other stability of diffeomorphisms, he showed the followingTheorem A. Let Rr be the r-dimensional vector group and φ be a group automorphism of Rr.
Publisher
Cambridge University Press (CUP)
Cited by
3 articles.
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