Not finitely but countably Hopf-equivalent clopen sets in a Cantor minimal system
DOI: http://dx.doi.org/10.12775/TMNA.2009.024
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.
In particular, we give an example of not finitely but countably
Hopf-equivalent clopen sets
in a Cantor minimal system.
Keywords
Finite Hopf-equivalence; countable Hopf-equivalence; Morse substitution system; properly ordered Bratteli diagram; Vershik map; cofinal relation; finite coordinate change relation
Full Text:
FULL TEXTRefbacks
- There are currently no refbacks.