activity
20062025
most citedZ2Z4-linear codes: generator matrices and duality

16 citations · 57 across the 29 of their papers we have counts for

collaborators

29 papers

math.CO2025

On maximum distance separable and completely regular codes

Joaquim Borges, Josep Rifà, Victor Zinoviev

We investigate when a maximum distance separable () code over is also completely regular (). For lengths and we provide a complete classification of…

cs.IT2023

On new infinite families of completely regular and completely transitive codes

Joaquim Borges, Josep Rifà, Victor Zinoviev

In two previous papers we constructed new families of completely regular codes by concatenation methods. Here we determine cases in which the new codes are completely transitive. F…

cs.IT2020★ 1 cited

Rank and Kernel of -Additive Generalised Hadamard Codes

Steven T. Dougherty, Josep Rifà, Mercè Villanueva

A subset of a vector space is -additive if it is a linear space over the subfield . Let , prime, and . Bounds on the ra…

math.CO2019

On completely regular and completely transitive codes derived from Hamming codes

J. Borges, J. Rifà, V. A. Zinoviev

Given a parity-check matrix of a -ary Hamming code, we consider a partition of the columns into two subsets. Then, we consider the two codes that have these submatrices as…

math.CO2018

Hadamard full propelinear codes with associated group ; rank and kernel

Ivan Bailera, Joaquim Borges, Josep Rifà

We introduce the Hadamard full propelinear codes that factorize as direct product of groups such that their associated group is . We study the rank, the dimension…

math.CO2017★ 1 cited

Circulant Hadamard matrices as HFP-codes of type

Josep Rifà

We prove that a circulant Hadamard code of length can always be seen as an HFP-code (Hadamard full propelinear code) of type , where o…