There are no structurally stable diffeomorphisms of odd-dimensional manifolds with codimension one non-orientable expanding attractors

Details There are no structurally stable diffeomorphisms of odd-dimensional manifolds with codimension one non-orientable expanding attractors There are no structurally stable diffeomorphisms of odd-dimensional manifolds with codimension one non-orientable expanding attractors

2004-04-22

arxiv.org/abs/math/0404416v2

Mathematics

Dynamical Systems

7 pages

Scientific paper

We prove that a structurally stable diffeomorphism of a closed
(2m+1)-manifold has no codimension one non-orientable expanding attractors.

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