In this work, we consider a class of substitutions on infinite alphabets and show that they
exhibit a growth behaviour which is impossible for substitutions on finite alphabets. While for …

Bratteli–Vershik models have been very successfully applied to the study of various
dynamical systems, in particular, in Cantor dynamics. In this paper, we study dynamics on …

A central motive of this thesis is the study of configurations with aperiodic order. Here, a
configuration may refer to a bi-infinite sequence of symbols, a tiling of the plane or a …

Generalized Bratteli diagrams with a countable set of vertices in every level are models for
aperiodic Borel automorphisms. This paper is devoted to the description of all ergodic …

We introduce stationary generalized Bratteli diagrams $ B $ which are represented as the
union of countably many classical Pascal-Bratteli diagrams. We describe all ergodic …

Bratteli-Vershik models have been very successfully applied to the study of various
dynamical systems, in particular, in Cantor dynamics. In this paper, we study dynamics on …

We consider substitutions on compact alphabets and provide sufficient conditions for the
diffraction to be pure point, absolutely continuous and singular continuous. This allows one …

Background: During a quit attempt, cues from a smoker's environment are a major cause of
brief smoking lapses, which increase the risk of relapse. Quit Sense is a theory-guided Just …