Not finitely but countably Hopf-equivalent clopen sets in a Cantor minimal system

Authors

  • Hisatoshi Yuasa

Keywords

Finite Hopf-equivalence, countable Hopf-equivalence, Morse substitution system, properly ordered Bratteli diagram, Vershik map, cofinal relation, finite coordinate change relation

Abstract

We investigate topological Hopf-equivalences in the Morse substitution system. In particular, we give an example of not finitely but countably Hopf-equivalent clopen sets in a Cantor minimal system.

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Published

2009-06-01

How to Cite

1.
YUASA, Hisatoshi. Not finitely but countably Hopf-equivalent clopen sets in a Cantor minimal system. Topological Methods in Nonlinear Analysis. Online. 1 June 2009. Vol. 33, no. 2, pp. 355 - 371. [Accessed 7 July 2025].

Issue

Vol 33, No 2 (June 2009)

Section

Articles

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