An upper bound on the size of m-ary t-sEC/AUED codes

An upper bound on the size of m-ary t-sEC/AUED codes

导出

摘要 Finding good upper bound for the size of m-ary t-symmetric error correcting codes （t-sEC/AUED codes） codes is the main problem in the coding theory of m-ary t-sEC/AUED codes. Based on the method of Lagrange multipliers, We shall derive an upper bound on the size of m-ary t-sEC/AUED in this paper. Some examples achieved this upper bound are also given in this paper. Finding good upper bound for the size of m-ary t-symmetric error correcting codes （t-sEC/AUED codes） codes is the main problem in the coding theory of m-ary t-sEC/AUED codes. Based on the method of Lagrange multipliers, We shall derive an upper bound on the size of m-ary t-sEC/AUED in this paper. Some examples achieved this upper bound are also given in this paper.

作者 ZHANG Peng-cheng FU Fang-wei CHANG Zu-ling

机构地区 School of Mathematical Sciences

出处《The Journal of China Universities of Posts and Telecommunications》 EI CSCD 2006年第4期95-97,共3页 中国邮电高校学报（英文版）

基金 the National Natural Science Foundation of China （60172060）.

关键词 magnitude error criterion t-sEC/AUED codes unidirectional error Lagrange multipliers magnitude error criterion, t-sEC/AUED codes, unidirectional error, Lagrange multipliers

分类号 O236 [理学—运筹学与控制论]

引文网络
相关文献

参考文献6

1Blaum M,Van Tilborg H.On t-error correcting/all unidirectional error detecting codes.IEEE Trans on Computers,1989,38(11):1493-1501
2Boinck F,Van Tilborg H.Constructions and bounds for systematic t-EC/AUED codes.IEEE Trans Information Theory,1990,36(6):1381-1390
3Bruck J,Blaum M.New techniques for constructing EC/AUED codes.IEEE Trans on Computers,1992,41(10):1318-1324
4Al-Bassam S,Bose B.Asymmetric/unidirectional error correcting and detecting codes.IEEE Trans on Computers,1994,43(5):590-597
5Katti R,Blaum M.An improvement on constructions of t-EC/AUED codes.IEEE Trans on Computers,1996,45(5):607-608
6Fu Fang-wei,Ling San,Xing Chao-ping.Constructions of nonbinary codes correcting t-symmetric errors and detecting all unidirectional errors:magnitude error criterion.In:Progress in Computer Science and Applied Logic:Coding,cryptography and Combinatorics,Birkh(a)user,Basel,.2004:139-152

1许丽卿,陈豪.渐近好p^m-ary量子码的构造[J].数学年刊（A辑）,2008,29(3):343-348.
2Qing Lin LU Zheng Ke MIAO.Congruences for a Restricted m-ary Overpartition Function[J].Journal of Mathematical Research and Exposition,2010,30(5):939-943.
3Yuxian Zheng.BOUNDEDNESS FOR COMMUTATORS OF MULTIPLIERS ON HARDY TYPE SPACES[J].Analysis in Theory and Applications,2006,22(2):136-140.
4刘红美.并行计算网络中m-ary n-cube的拓扑性[J].武汉理工大学学报（交通科学与工程版）,2006,30(2):340-343. 被引量：1
5CHEN Shi-chao,CHE Ying-tao.On a Restrict m-ary Partition Function[J].Chinese Quarterly Journal of Mathematics,2012,27(2):165-168.
6李建龙.M-ary information processing via an optimal nonlinear detector[J].Chinese Physics B,2009,18(12):5196-5202.
7陈高波.基于自适应多分类最小二乘支持向量机的大学生就业预测[J].甘肃科技,2010,26(11):45-47. 被引量：1
8蓝瑛,李青霖,凌安远.拾垃圾的队长[J].当代广西,2014(9):35-35.
9张文博,潘董威,宿晓飞,张晓光,席丽霞,唐先锋.Pilot-added carrier-phase recovery scheme for Nyquist M-ary quadrature amplitude modulation optical fiber communication system[J].Chinese Optics Letters,2016,14(2):6-10. 被引量：1
10Mieczyslaw MASTYLO,Pawel MLECZKO.Absolutely Summing Multipliers on Abstract Hardy Spaces[J].Acta Mathematica Sinica,English Series,2009,25(6):883-902.

The Journal of China Universities of Posts and Telecommunications

2006年第4期

浏览历史

内容加载中请稍等...

An upper bound on the size of m-ary t-sEC/AUED codes

参考文献6

相关作者

相关机构

相关主题

浏览历史