| Using Skew Cyclic Codes Over R = R1×R2×R3 to Detect Skew Cyclic Codes Over Fq O Haddouche, K Chatouh Contemporary Mathematics, 6262-6287, 2024 | | 2024 |
| A novel formulation of α-simplex and α-MacDonald linear codes with practical applications O Haddouche, K Chatouh PROCEEDINGS BOOK, 182, 2024 | | 2024 |
| Étude et Construction de Certaines Classes de Codes linéaires sur les anneaux finis Présentée par O HADDOUCHE | | 2024 |
| Une généralisation sur les nombres de Stirling O Haddouche Alger, 2008 | | 2008 |
| Algebraic Structure and Properties of Skew Cyclic Codes over Product Rings O Haddouche, S Makhlouf, K Chatouh | | |
| Structures and Dual Code Analysis” S Makhlouf, K Chatouh, O Haddouche | | |
| Linear Codes over Z4R and their MacWilliams Identities K Chatouh, O Haddouche, S Makhlouf | | |
| Several results on homogeneous weights over the finite ring R3, 3, alongside their practical implications in linear codes over said ring O HADDOUCHE, K CHATOUH General Conference Chair: Dr. Djamila Benterki Organizing Committee Members, 355, 0 | | |
| Étude et construction de certaines classes de codes linéaires sur les anneaux finis O HADDOUCHE Université de Batna 2-Mustafa Ben Boulaid, 0 | | |
| HOMMOGENOUS WEIGHTS ON THE RING O Haddouche, H Zekraoui, K Chatouh | | |
