3 papers
math.CA2026
A characterization of compact open spectral sets in
Mamateli Kadir
Let $Ω\subset \Qp^d$ be a compact open set. Such a set, without lose of generality, admits a representation \(Ω= \bigsqcup_{c \in C} (c + p^n\Zp^d)\), where $C \subset (\Z/p^n\Z)…
math.CA2026
Tiles and weak tiles in
Mamateli Kadir, Kaibo Fan
This paper investigates the relationship between tiles and weak tiles in the context of finite cyclic group . We prove that weak tiles and translational tiles are…
math.CA2024
The structure of tiles in and
Shilei Fan, Mamateli Kadir, Peishan Li
In this paper, we provide a geometric characterization of tiles in the finite abelian groups \( \mathbb{Z}_{p^n} \times \mathbb{Z}_q \) and \( \mathbb{Z}_{p^n} \times \mathbb{Z}_p…