collaborators

5 papers

math-ph2026

The de Sitter Scalar Discrete Series: Gupta-Bleuler Structure and Holography

Maryam Bajalan, Jean-Pierre Gazeau, Hamed Pejhan

We show that scalar discrete-series unitary irreducible representations (UIRs) () of the de Sitter (dS) group admit a dS-covariant Kre…

cs.IT2026

Skew polycyclic over finite chain rings associated to trinomials

Maryam Bajalan, Edgar Martínez-Moro, Hassan Ou-azzou

This work studies skew polycyclic codes over finite chain rings defined by central trinomials. For this class of codes, we investigate Hamming equivalence in the non-commutative (s…

cs.IT2026

Some structural properties of mixed orthogonal arrays and their irredundancy

Maryam Bajalan, Peter Boyvalenkov, Ferruh Özbudak

Mixed (asymmetric) orthogonal arrays (MOAs) generalize classical orthogonal arrays by allowing columns over different alphabets. However, their study requires very different struct…

cs.IT2025

Duality on group algebras over finite chain rings: applications to additive group codes

Maryam Bajalan, Javier de la Cruz, Alexandre Fotue Tabue +1

Given a finite group and an extension of finite chain rings , one can consider the group rings and . The group ring

cs.IT2025

Polycyclic codes over serial rings and their annihilator CSS construction

Maryam Bajalan, Edgar Martinez-Moro

In this paper, we investigate the algebraic structure for polycyclic codes over a specific class of serial rings, defined as $\mathscr R=R[x_1,\ldots, x_s]/\langle t_1(x_1),\ldots,…