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20242026
most citedPure Point Diffraction and Mean, Besicovitch and Weyl Almost Periodicity

24 citations · 24 across the 6 of their papers we have counts for

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13 papers

math.CA202624 cited

Pure Point Diffraction and Mean, Besicovitch and Weyl Almost Periodicity

Daniel Lenz, Timo Spindeler, Nicolae Strungaru

We show that a translation bounded measure has pure point diffraction if and only if it is mean almost periodic. We then go on and show that a translation bounded measure has pure…

math.FA2026

Continuous diffraction spectrum and the uniform vanishing of Fourier--Bohr coefficients

Nicolae Strungaru

In this paper we review the connection among continuity of the diffraction spectrum, the (uniform) vanishing of the Fourier--Bohr coefficients and the so called consistent phase fr…

math.CO2026

Generating functions of substitutions

Aisling Pouti, Christopher Ramsey, Nicolae Strungaru

In this paper we study substitutions and some of their associated generating functions. This association takes aperiodicity to transcendence, and vice-versa. These generating funct…

math.FA2026

On almost periodicity in crystalline measures

Jan Mazáč, Christoph Richard, Nicolae Strungaru

Meyer defined crystalline measures as tempered distributions such that both and its Fourier transform are pure-point Radon measures of locally finite support…

math.CO2026

The 1-2-3 conjecture for polygonal tilings

Alison Charlesworth, Christopher Ramsey, Nicolae Strungaru

The 1-2-3 conjecture has been solved positively in 2024 for finite graphs and by extension for infinite graphs which are locally finite. The solution is non-constructive, and findi…

math.DS2026

On the spectrum of non-ergodic measures

Michael Francis, Christopher Ramsey, Nicolae Strungaru

Consider a topological dynamical system where the group is abelian and the topologies are locally compact and second-countable. Given an invariant measure for this system, we show…