activity
20132016
most citedEllis enveloping semigroup for almost canonical model sets of an Euclidean space

7 citations · 12 across the 3 of their papers we have counts for

collaborators

6 papers

math.DS2016

A short proof of the characterization of model sets by almost automorphy

Jean-baptiste Aujogue

The aim of this note is to provide a conceptually simple demonstration of the fact that repetitive model sets are characterized as the repetitive Meyer sets with an almost automorp…

math.DS2015

Pure point/Continuous decomposition of translation-bounded measures and diffraction

Jean-baptiste Aujogue

In this work we consider translation-bounded measures over a locally compact Abelian group , with particular interest for their so-called diffraction. Given such a meas…

math.DS2014

Optimal embedding of Meyer sets into model sets

Jean-baptiste Aujogue

We give a constructive proof that a repetitive Meyer multiple set of admits a smallest model multiple set containing it colorwise.

math.DS2014

Equicontinuous factors, proximality and Ellis semigroup for Delone sets

Jean-baptiste Aujogue, Marcy Barge, Johannes Kellendonk +1

We discuss the application of various concepts from the theory of topological dynamical systems to Delone sets and tilings. We consider in particular, the maximal equicontinuous fa…

math.DS2014★ 5 cited

On embedding of repetitive Meyer multiple sets into model multiple sets

Jean-baptiste Aujogue

Model sets are always Meyer sets but the converse is generally not true. In this work we show that for a repetitive Meyer multiple sets of with associated dynamical…

math.DS2013★ 7 cited

Ellis enveloping semigroup for almost canonical model sets of an Euclidean space

Jean-Baptiste Aujogue

We consider certain point patterns of an Euclidean space and calculate the Ellis enveloping semigroup of their associated dynamical systems. The algebraic structure and the topolog…