Baake M, Lenz D. Dynamical systems on translation bounded measures: pure point dynamical and diffraction spectra. ERGODIC THEORY AND DYNAMICAL SYSTEMS. 2004;24:1867-1893.Certain topological dynamical systems that arise from actions of or-compact locally compact Abelian groups on compact spaces of translation bounded measures are considered. Such a measure dynamical system is shown to have a pure point dynamical spectrum if and only if its diffraction spectrum is pure point
Abstract. A new class of dynamical systems is defined, the class of “locally equicon-tinuous systems...
Abstract. The setting is an ergodic dynamical system (X,µ,Rd) whose points are themselves discrete p...
We construct a natural invariant measure concentrated on the set of square-free numbers, and invaria...
AbstractWe show equivalence of pure point diffraction and pure point dynamical spectrum for measurab...
Baake M, Lenz D, van Enter A. Dynamical versus diffraction spectrum for structures with finite local...
Baake M, Lenz D. Deformation of delone dynamieal systems and pure point diffraction. JOURNAL OF FOUR...
The translation action of Rd on a translation bounded measure ω leads to an interesting class of dyn...
Translated from the popular French edition, the goal of the book is to provide a self-contained intr...
Abstract. In this paper we study a class of measures, called harmonic mea-sures, that one can associ...
The area of dynamical systems where one investigates dynamical properties that can be described in t...
We define what it means to \u27speed up\u27 a-measure-preserving dynamical system, and prove that gi...
The translation action of Rd on a translation bounded measure ! leads to an interesting class of dyn...
The translation action of a"e (d) on a translation bounded measure omega leads to an interesting cla...
Abstract. We consider the construction and classification of some new mathematical ob-jects, called ...
Il y a de nombreuses manières d’aborder l’étude des systèmes dynamiques. De manière générale, on mun...
Abstract. A new class of dynamical systems is defined, the class of “locally equicon-tinuous systems...
Abstract. The setting is an ergodic dynamical system (X,µ,Rd) whose points are themselves discrete p...
We construct a natural invariant measure concentrated on the set of square-free numbers, and invaria...
AbstractWe show equivalence of pure point diffraction and pure point dynamical spectrum for measurab...
Baake M, Lenz D, van Enter A. Dynamical versus diffraction spectrum for structures with finite local...
Baake M, Lenz D. Deformation of delone dynamieal systems and pure point diffraction. JOURNAL OF FOUR...
The translation action of Rd on a translation bounded measure ω leads to an interesting class of dyn...
Translated from the popular French edition, the goal of the book is to provide a self-contained intr...
Abstract. In this paper we study a class of measures, called harmonic mea-sures, that one can associ...
The area of dynamical systems where one investigates dynamical properties that can be described in t...
We define what it means to \u27speed up\u27 a-measure-preserving dynamical system, and prove that gi...
The translation action of Rd on a translation bounded measure ! leads to an interesting class of dyn...
The translation action of a"e (d) on a translation bounded measure omega leads to an interesting cla...
Abstract. We consider the construction and classification of some new mathematical ob-jects, called ...
Il y a de nombreuses manières d’aborder l’étude des systèmes dynamiques. De manière générale, on mun...
Abstract. A new class of dynamical systems is defined, the class of “locally equicon-tinuous systems...
Abstract. The setting is an ergodic dynamical system (X,µ,Rd) whose points are themselves discrete p...
We construct a natural invariant measure concentrated on the set of square-free numbers, and invaria...