activity
20162025
most citedGalois LCD codes over mixed alphabets

10 citations · 16 across the 12 of their papers we have counts for

collaborators

12 papers

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

Trace duality and additive complementary pairs of additive cyclic codes over finite chain rings

Sanjit Bhowmick, Kuntal Deka, Alexandre Fotue Tabue +1

This paper investigates the algebraic structure of additive complementary pairs of cyclic codes over a finite commutative ring. We demonstrate that for every additive complementary…

cs.IT2023

On LCP codes over a mixed ring alphabet

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

In this paper, we introduce a standard generator matrix for mixed-alphabet linear codes over finite chain rings. Furthermore, we show that, when one has a linear complementary pair…

cs.IT2022

On the -DLIPs of codes over finite commutative rings

Sanjit Bhowmick, Alexandre Fotue Tabue, Joydeb Pal

Generalizing the linear complementary duals, the linear complementary pairs and the hull of codes, we introduce the concept of -dimension linear intersection pairs (-DL…

cs.IT2022★ 10 cited

Galois LCD codes over mixed alphabets

Maryam Bajalan, Alexandre Fotue-Tabue, Joël Kabore +1

We study (Galois) linear complementary dual codes over mixed alphabets arising from finite chain rings. We give a characterization of when a given code is of We study (Galois) line…

cs.IT2021

Galois hulls of cyclic serial codes over a finite chain ring

Sarra Talbi, Aicha Batoul, Alexandre Fotue Tabue +1

In this paper, we explore some properties of Galois hulls of cyclic serial codes over a chain ring and we devise an algorithm for computing all the possible parameters of the Eucli…

cs.IT2019

Skew-constacyclic codes over

Joël Kabore, Alexandre Fotue-Tabue, Kenza Guenda +1

In this paper, the investigation on the algebraic structure of the ring and the description of its automorphism group, enable to s…

cs.IT2018★ 2 cited

On polycyclic codes over a finite chain ring

Edgar Martínez-Moro, Alexandre Fotue, Thomas Blackford

Galois images of polycyclic codes over a finite chain ring and their annihilator dual are investigated. The case when a polycyclic codes is Galois-disjoint over the ring i…

cs.IT2017★ 3 cited

On the Lattice of Cyclic Linear Codes Over Finite Chain Rings

Alexandre Fotue Tabue, Christophe Mouaha

Let be a commutative finite chain ring of invariants In this paper, the trace representation of any free cyclic -linear code of length is…

cs.IT2017

Contraction of Cyclic Codes Over Finite Chain Rings

Alexandre Fotue Tabue, Christophe Mouaha

Let be a commutative finite chain ring of invariants and the Teichmüller's set of In this paper, the trace representation cyclic…

cs.IT2016

On Counting Subring-Subcodes of Free Linear Codes Over Finite Principal Ideal Rings

Ramakrishna Bandi, Alexandre Fotue Tabue, Edgar Martínez-Moro

Let be a finite principal ideal ring and the Galois extension of of degree . For and , positive integers we determine the number of free -linear codes $B…

cs.IT2016★ 1 cited

Galois Correspondence on Linear Codes over Finite Chain Rings

A. Fotue Tabue, E. Martínez-Moro, C. Mouaha

Given a finite Galois extension of finite chain rings and an -linear code we define two Galois operators, the closure operator and…