C. R. Mena

most citedTiling sets and spectral sets over finite fields

5 citations · 5 across the 2 of their papers we have counts for

collaborators

2 papers

math.NT2016

$τ$ -Norm-Perfect and $τ$ -Perfect Eisenstein Integers for $τ = ω + 2$ and $2$

Carlos Rojas Mena

Using Robert Spira's \cite{D} definitions of complex Mersenne numbers and the complex sum-of-divisors function, we characterize $(ω + 2)$ -norm-perfect and $(ω + 2)$ -perfect numbers tha…

math.CA2015★ 5 cited

Tiling sets and spectral sets over finite fields

C. Aten, B. Ayachi, E. Bau +14

We study tiling and spectral sets in vector spaces over prime fields. The classical Fuglede conjecture in locally compact abelian groups says that a set is spectral if and only if…

τ-Norm-Perfect and τ-Perfect Eisenstein Integers for τ=ω+2 and 2

Tiling sets and spectral sets over finite fields

$τ$ -Norm-Perfect and $τ$ -Perfect Eisenstein Integers for $τ = ω + 2$ and $2$