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09 February 2025
 
  » arxiv » 1605.0226

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Two minimal unique ergodic diffeomorphisms on a manifolds and their smooth crossed product algebras
Hongzhi Liu ;
Date 1 May 2016
AbstractIn this article we construct two minimal unique ergodic diffeomorphisms $alpha$ and $eta$ on $S^3 imes S^{6} imes S^{8} $. We will show that $C(S^3 imes S^{6} imes S^{8}) times_alpha mathbb{Z} $ and $C(S^3 imes S^{6} imes S^{8}) times_eta mathbb{Z} $ are equivalent to each other, while $C^infty (S^3 imes S^{6} imes S^{8}) times_alpha mathbb{Z} $ and $C^infty(S^3 imes S^{6} imes S^{8} ) times_eta mathbb{Z} $ are not.
Source arXiv, 1605.0226
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