Research Communication | Open Access
Volume 2021 | Communication ID 81
Volume 2021 | Communication ID 81
| Algebraic schemes of error-correcting codes over finite fields – A state-of-the-art review |
Bellfkih El Mehdi, Chemseddine Idrissi Imrane, Nouh Said, Louartiti Khalid, Mouline Jamal
Received |
Accepted |
Published |
January 26, 2021 |
February 15, 2021 |
March 15, 2021 |
Abstract: During the last years, many breakthroughs and significant advances in the field of error-correcting codes were achieved [1]. It’s important to note that corruption is bound to occur, no channels are truly noiseless. Hence, we are always being urged to improve those algebraic decoding schemes or design new ones thanks to their major important role in the minimization of data delinquency caused by inference and noise channels [2-4]. The class of cyclic codes is one of the most used in practice caused by its high-efficiency detection and correction of errors. So, the possibility to design a ...