DOIAbstract
product of two cyclic groups. After collecting the known results we prove that Fuglede’s conjecture holds on Zpq×Zpq∼=Z2p×Z2q
product of two cyclic groups. After collecting the known results we prove that Fuglede’s conjecture holds on Zpq×Zpq∼=Z2p×Z2q
AbstractWe investigate Fuglede's spectral set conjecture in the special case when the set in questio...
Dans cette thèse, nous résolvons la conjecture de Fuglede sur le corps des nombres p-adiques, et étu...
Let $\Omega\subset \mathbb{R}^d$ be a set of finite measure. The periodic tiling conjecture suggests...
The tile-spectral direction of the discrete Fuglede-conjecture is well-known for cyclic groups of s...
Fuglede's conjecture on cyclic groups of order $p^nq$, Discrete Analysis 2017:12, 16 pp. A conjectu...
We present an approach to Fuglede's conjecture in $\mathbb{Z}_p^3$ using linear programming bounds, ...
AbstractAspectral setis a subsetΩofRnwith Lebesgue measure 0<μ(Ω)<∞ such that there exists a setΛof ...
A set tiles the integers if and only if the integers can be written as a disjoint union of translate...
The spectral set conjecture, also known as the Fuglede conjecture, asserts that every bounded spectr...
The spectral set conjecture, also known as the Fuglede conjecture, asserts that every bounded spectr...
Abstract. We exhibit a subset of a finite Abelian group, which tiles the group by transla-tion, and ...
In this thesis, we solve Fuglede's conjecture on the field of p-adic numbers, and study some randomn...
AbstractConsider the semi-direct product Zn⋊ρZ/m. A conjecture of Adem–Ge–Pan–Petrosyan predicts tha...
AbstractIn this paper we study spectral sets which are unions of finitely many intervals in R. We sh...
A spectral set is a subset 0 of R n with Lebesgue measure 0<+(0)< such that there exists a set...
AbstractWe investigate Fuglede's spectral set conjecture in the special case when the set in questio...
Dans cette thèse, nous résolvons la conjecture de Fuglede sur le corps des nombres p-adiques, et étu...
Let $\Omega\subset \mathbb{R}^d$ be a set of finite measure. The periodic tiling conjecture suggests...
The tile-spectral direction of the discrete Fuglede-conjecture is well-known for cyclic groups of s...
Fuglede's conjecture on cyclic groups of order $p^nq$, Discrete Analysis 2017:12, 16 pp. A conjectu...
We present an approach to Fuglede's conjecture in $\mathbb{Z}_p^3$ using linear programming bounds, ...
AbstractAspectral setis a subsetΩofRnwith Lebesgue measure 0<μ(Ω)<∞ such that there exists a setΛof ...
A set tiles the integers if and only if the integers can be written as a disjoint union of translate...
The spectral set conjecture, also known as the Fuglede conjecture, asserts that every bounded spectr...
The spectral set conjecture, also known as the Fuglede conjecture, asserts that every bounded spectr...
Abstract. We exhibit a subset of a finite Abelian group, which tiles the group by transla-tion, and ...
In this thesis, we solve Fuglede's conjecture on the field of p-adic numbers, and study some randomn...
AbstractConsider the semi-direct product Zn⋊ρZ/m. A conjecture of Adem–Ge–Pan–Petrosyan predicts tha...
AbstractIn this paper we study spectral sets which are unions of finitely many intervals in R. We sh...
A spectral set is a subset 0 of R n with Lebesgue measure 0<+(0)< such that there exists a set...
AbstractWe investigate Fuglede's spectral set conjecture in the special case when the set in questio...
Dans cette thèse, nous résolvons la conjecture de Fuglede sur le corps des nombres p-adiques, et étu...
Let $\Omega\subset \mathbb{R}^d$ be a set of finite measure. The periodic tiling conjecture suggests...
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