@article { ISI:000377221300068,
	title = {Iterative Threshold Decoding Of High Rates Quasi-Cyclic OSMLD Codes},
	journal = {INTERNATIONAL JOURNAL OF ADVANCED COMPUTER SCIENCE AND APPLICATIONS},
	volume = {7},
	number = {4},
	year = {2016},
	month = {APR},
	pages = {518-528},
	abstract = {Majority logic decoding (MLD) codes are very powerful thanks to the simplicity of the decoder. Nevertheless, to find constructive families of these codes has been recognized to be a hard job. Also, the majority of known MLD codes are cyclic which are limited in the range of the rates. In this paper a new adaptation of the Iterative threshold decoding algorithm is considered, for decoding Quasi-Cyclic One Step Majority logic codes (QC-OSMLD) codes of high rates. We present the construction of QC-OSMLD codes based on Singer difference sets of rate 1/2, and codes of high rates based on Steiner triple system which allows to have a large choice of codes with different lengths and rates. The performances of this algorithm for decoding these codes on both Additive White Gaussian Noise (AWGN) channel and Rayleigh fading channel, to check its applicability in wireless environment, is investigated.},
	issn = {2158-107X},
	author = {Rkizat, Karim and Yatribi, Anouar and Lahmer, Mohammed and Belkasmi, Mostafa}
}
@conference { ISI:000383221800021,
	title = {Iterative Threshold Decoding of Quasi-Cyclic One Step Majority Logic Decodable Codes},
	booktitle = {PROCEEDINGS OF THE 2015 5TH WORLD CONGRESS ON INFORMATION AND COMMUNICATION TECHNOLOGIES (WICT)},
	year = {2015},
	note = {5th World Congress on Information and Communication Technologies (WICT), Marrakesh, MOROCCO, DEC 14-16, 2015},
	pages = {117-122},
	publisher = {IEEE; IEEE Morocco Sect; IEEE Morocco Sect; IEEE SMC Tech Comm Soft Comp; Lab Informatique, Reseaux Mobilite Modelisation; lab Res Grp Intelligent Machines; MIR Labs},
	organization = {IEEE; IEEE Morocco Sect; IEEE Morocco Sect; IEEE SMC Tech Comm Soft Comp; Lab Informatique, Reseaux Mobilite Modelisation; lab Res Grp Intelligent Machines; MIR Labs},
	abstract = {This paper presents a new class of Quasi-Cyclic One Step Majority logic codes of 1/2 rate constructed from perfect difference set. Theses codes can be encoded with low complexity, and perform very well when decoded with the Iterative threshold decoding algorithm. Much of these codes is a subfamily of the LDPC codes and can be decoded using belief propagation algorithm. A comparison between our results and those for LDPC code in terms of BER performance are presented.},
	isbn = {978-1-4673-8712-5},
	author = {Rkizat, Karim and Lahmer, Mohammed and Belkasmi, Mostafa},
	editor = {Abrahim, A and Alimi, AM and Haqiq, A and Karray, H and Mousannif, H and BenHalima, M and Choo, YH and Ma, K}
}
