Belkhir A, Tebbal S.
Sérologies infectieuses chez la femme enceinte. 2ème Séminaire Médical d’Ain Touta. 2016.
Belkhir A, Tebbal S.
Sérologies infectieuses chez la femme enceinte. 2ème Séminaire Médical d’Ain Touta. 2016.
Khelalef A, Ababsa F, Benoudjit N.
A simple human activity recognition technique using DCT. International Conference on Advanced Concepts for Intelligent Vision Systems. 2016 :37-46.
Khelalef A, Ababsa F, Benoudjit N.
A simple human activity recognition technique using DCT. International Conference on Advanced Concepts for Intelligent Vision Systems. 2016 :37-46.
Khelalef A, Ababsa F, Benoudjit N.
A simple human activity recognition technique using DCT. International Conference on Advanced Concepts for Intelligent Vision Systems. 2016 :37-46.
Chatouh K, Guenda K, Gulliver TA, Noui L.
Simplex and MacDonald codes over Rq. Journal of Applied Mathematics and ComputingJournal of Applied Mathematics and Computing. 2016;55 :455–478.
AbstractIn this paper, we introduce the homogeneous weight and homogeneous Gray map over the ring Rq=F2[u1,u2,…,uq]/⟨u2i=0,uiuj=ujui⟩ for q>=1q>=1. We also consider the construction of simplex and MacDonald codes of types α and β over this ring and their covering radius.
Chatouh K, Guenda K, Gulliver TA, Noui L.
Simplex and MacDonald codes over Rq. Journal of Applied Mathematics and ComputingJournal of Applied Mathematics and Computing. 2016;55 :455–478.
AbstractIn this paper, we introduce the homogeneous weight and homogeneous Gray map over the ring Rq=F2[u1,u2,…,uq]/⟨u2i=0,uiuj=ujui⟩ for q>=1q>=1. We also consider the construction of simplex and MacDonald codes of types α and β over this ring and their covering radius.
Chatouh K, Guenda K, Gulliver TA, Noui L.
Simplex and MacDonald codes over Rq. Journal of Applied Mathematics and ComputingJournal of Applied Mathematics and Computing. 2016;55 :455–478.
AbstractIn this paper, we introduce the homogeneous weight and homogeneous Gray map over the ring Rq=F2[u1,u2,…,uq]/⟨u2i=0,uiuj=ujui⟩ for q>=1q>=1. We also consider the construction of simplex and MacDonald codes of types α and β over this ring and their covering radius.
Chatouh K, Guenda K, Gulliver TA, Noui L.
Simplex and MacDonald codes over Rq. Journal of Applied Mathematics and ComputingJournal of Applied Mathematics and Computing. 2016;55 :455–478.
AbstractIn this paper, we introduce the homogeneous weight and homogeneous Gray map over the ring Rq=F2[u1,u2,…,uq]/⟨u2i=0,uiuj=ujui⟩ for q>=1q>=1. We also consider the construction of simplex and MacDonald codes of types α and β over this ring and their covering radius.