4 papers
Constructions in minimal amenable dynamics and applications to the classification of -algebras
Robin J. Deeley, Ian F. Putnam, Karen R. Strung
We study the existence of minimal dynamical systems, their orbit and minimal orbit-breaking equivalence relations, and their applications to C*-algebras and K-theory. We show that…
Non-homogeneous extensions of Cantor minimal systems
Robin J. Deeley, Ian F. Putnam, Karen R. Strung
Floyd gave an example of a minimal dynamical system which was an extension of an odometer and the fibres of the associated factor map were either singletons or intervals. Gjerde an…
Smale space C*-algebras have nonzero projections
Robin J. Deeley, Magnus Goffeng, Allan Yashinski
The main result of the present paper is that the stable and unstable C*-algebras associated to a mixing Smale space always contain nonzero projections. This gives a positive answer…
The stable algebra of a Wieler solenoid: inductive limits and K-theory
Robin J. Deeley, Allan Yashinski
Wieler has shown that every irreducible Smale space with totally disconnected stable sets is a solenoid (i.e., obtained via a stationary inverse limit construction). Using her cons…