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Construction of (6×v,{3,4},1,Q)-OOCs
WANG Yongzhen, YU Huangsheng, WU Dianhua
Journal of Guangxi Normal University(Natural Science Edition). 2016, 34 (3):
62-67.
DOI: 10.16088/j.issn.1001-6600.2016.03.009
Optical orthogonal code (1-D OOC) is the basis of optical code-division multiple access system. Two-dimensional OOC (2-D OOC) has better performance than that of the 1-D OOC. Existing constructions of 2-D variable-weight OOC are rarely seen. In this paper,by using skew starters,two new classes of two-dimensional variable-weight OOC ((6×v),{3,4},1,(4/5,1/5))-OOCs and (6×v,{3,4},1,(2/3,1/3))-OOCs are constructed. The (6×v,{3,4},1,(4/5,1/5)-OOCs are optimal. (6×v,{3,4},1,(2/3,1/3))-OOCs fails to be optimal by missing three codewords (two of weight 3 and one of weight 4) compared to the theoretical upper bound.
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