activity
20222025
most citedMatrix product and quasi-twisted codes in one class

1 citations · 1 across the 6 of their papers we have counts for

collaborators

6 papers

cs.IT2025

Disproving some theorems in Sharma and Chauhan et al. (2018, 2021)

Ramy Takieldin, Patrick Solé

The main objective of this work is to show, through counterexamples, that some of the theorems presented in the papers of Sharma \textit{et al.} (2018) and Chauhan \textit{et al.}…

cs.IT2024

On Galois duality, self-orthogonality, and dual-containment of matrix product codes

Ramy Farouk Taki Eldin

In recent literature, matrix product (MP) codes and their duals have gained significant attention due to their application in the construction of quantum stabilizer codes. In this…

cs.IT2023★ 1 cited

Matrix product and quasi-twisted codes in one class

Ramy Taki Eldin

Many classical constructions, such as Plotkin's and Turyn's, were generalized by matrix product (MP) codes. Quasi-twisted (QT) codes, on the other hand, form an algebraically rich…

cs.IT2023

Generator polynomial matrices of the Galois hulls of multi-twisted codes

Ramy Taki Eldin, Patrick Sole

In this study, we consider the Euclidean and Galois hulls of multi-twisted (MT) codes over a finite field of characteristic . Let be a generator…

cs.IT2022

The two-sided Galois duals of multi-twisted codes

Ramy F. Taki Eldin

Characterizing the duals of linear codes with rich algebraic structures received great interest in recent decades. The beginning was by representing cyclic codes over finite fields…

cs.IT2022

Multi-twisted codes as free modules over principal ideal domains

Ramy Taki ElDin

We begin this chapter by introducing the simple algebraic structure of cyclic codes over finite fields. This structure undergoes a series of generalizations to present algebraic de…