期刊文献+

一类重量为四的最优光正交码

Optimal Optical Orthogonal Code with Weight Four
下载PDF
导出
摘要 利用递推构造和完备填充,证明当u≡36(mod 72)为正整数时,存在最优(u,4,1)光正交码((u,4,1)-OOC).改进了最优(u,4,1)-OOC存在性的已知结果. In this paper,by using recursive constructions and perfect cyclic packings,it is shown that there exists a(u,4,1)-OOC for each positive integer u≡36(mod 72),hhich improve the known results of existence on optimal OOCs.
出处 《广西师范学院学报(自然科学版)》 2012年第1期28-31,共4页 Journal of Guangxi Teachers Education University(Natural Science Edition)
关键词 光正交码 循环填充 完备填充 optical orthogonal code cyclic packing perfect cyclic packing
  • 相关文献

参考文献13

  • 1VECCHI MP,SALEHI J A.Neuromorphic networks base on sparse optical orthogonal codes[J].Neural informationprocessing systems-natural and synthetic[M].New York:Amer Inst Phys,1998:814-823.
  • 2SALEHI J A.Emerging optical code-division multiple access comunications systems[J].IEEE Networks,1989,3-2:31-39.
  • 3SALEHI J A,BRACKETT C A.Code division multiple acciss techniquesin optical fiber networks:part 1 and part 2[J].IEEE Trans commun,1989,37:824-842.
  • 4CHUNG F R K,SALEHI J A,WEI V K.Optical orthogonal codes:design,analysis,and application[J].IEEE TransInform Theory,1989,35:595-604.
  • 5YI NJ.Some combinatorial constructions for optical orthogonal codes[J].Discrete Math,1998,185:201-219.
  • 6GE G,YI NJ.Construction for opti mal(v,4,1)optical orthogonal codes[J].IEEE Trans Inform Theory,2001,14:256-266.
  • 7CHANG Y,FUJI-HARA R,MIAO Y.Combinatorial constructions of opti mal optical orthogonal codes with weight 4[J].IEEE Trans Inf Theory,2003,49:1283-1292.
  • 8FUJI-HARA R,MIAO Y.Optical orthogonal codes:their bounds and newopti mal constructions[J].IEEE Tran Com-mun,2002,46:2396-2406.
  • 9FUJI-HARA R,MIAO Y,YI NJ.Opti mal(9v,4,1)optical orthogonal codes[J].Discrete Math,2001,14:256-266.
  • 10CHANG Y,MIAO Y.Constructions for opti mal optical orthogonal codes[J].Discrete Math,2003,261:127-139.

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部