49 citations
- IMAR - Institutul de Matematică „Simion Stoilow” al Academiei RomâneRO14 papers
- University of AlbertaCA11 papers
- Bielefeld UniversityDE6 papers
- Friedrich-Alexander-Universität Erlangen-NürnbergDE6 papers
- Trent UniversityCA6 papers
- Friedrich Schiller University JenaDE4 papers
- Cross Cancer InstituteCA2 papers
- University of WaterlooCA2 papers
- Beijing Normal UniversityCN1 paper
- Catholic Kwandong UniversityKR1 paper
- Centre National de la Recherche ScientifiqueFR1 paper
- Computer Modelling Group (Canada)CA1 paper
14 papers · 1 filter
Pseudorandomness and Diffraction
David Damanik, Nicolae Strungaru
Pseudorandom structures are structures that behave like random ones, without necessarily being random themselves. It is a prominent, and evidently very difficult, conjecture that $…
Inter model sets in are model sets
Christoph Richard, Nicolae Strungaru
We show that any translate of a model set is a model set in some modified cut-and-project scheme. Restricting to Euclidean direct space, we show that any translate of an inter mode…
Eberlein decomposition for PV inflation systems
Michael Baake, Nicolae Strungaru
The Dirac combs of primitive Pisot--Vijayaraghavan (PV) inflations on the real line or, more generally, in are analysed. We construct a mean-orthogonal splitting for…
On the Fourier Analysis of Measures with Meyer Set Support
Nicolae Strungaru
In this paper we show the existence of the generalized Eberlein decomposition for Fourier transformable measures with Meyer set support. We prove that each of the three components…
A note on measures vanishing at infinity
Timo Spindeler, Nicolae Strungaru
In this paper, we review the basic properties of measures vanishing at infinity and prove a version of the Riemann--Lebesgue lemma for Fourier transformable measures.
A short guide to pure point diffraction in cut-and-project sets
Christoph Richard, Nicolae Strungaru
We briefly review the diffraction of quasicrystals and then give an elementary alternative proof of the diffraction formula for regular cut-and-project sets, which is based on Boch…