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环Z_4上线性码的广义RT重量 被引量:3

Generalized RT weights for linear codes over ring Z_4
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摘要 给出了Z4线性码上广义RT重量的概念.确定了Z4线性码的广义RT重量谱的值,获得了Z4线性码关于广义RT重量的基本性质. The notion of generalized RT weights for Z4-linear codes was given. The values oi the complete hierarchy of generalized RT weights for Z4-linear codes were determined, and the basic properties of generalized RT weights for Z4-linear codes were derived too.
作者 杜炜 许和乾
出处 《中国科学技术大学学报》 CAS CSCD 北大核心 2012年第3期203-206,共4页 JUSTC
基金 安徽省高等学校省级自然科学研究项目(KJ2010B171 KJ2012Z382)资助
关键词 广义RT重量 广义RT重量谱 Z4线性码 generalized RT weights generalized RT weights hierarchy Z4-linear codes
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  • 1MacWilliams F J, Sloane N J A. The Theory of Error Correcting Codes [ M ]. Amsterdam: North- Holland, 1977.
  • 2Wan Zhe-xian. Quaternary Codes [M]. Singapore: World Scientific, 1997.
  • 3Bonnecazc A, Udaya P. Cyclic and self-dual codes over F2+uF,2 [J].IEEE Trans Inform Theory, 1999, 45: 1 25-1 255.
  • 4Dougherty S T, Gaborit P, Harada M, et al. Type II codes over F2 + uFe [J]. IEEE Trans Inform Theory, 1999,45:32-45.
  • 5Qian Jian-fa, Zhang Li-na, Zhu Shi-xin. (1 + u)- constacyclic and cyclic codes over F2+uF2 [J]. Applied Mathematics Letters, 2006,19:820-823.
  • 6Rosenbloom M Y, Tsfasman M A. Codes for the mmetric [J]. Problems of Information Transmission, 1997, 33 (1):45-52.
  • 7Dougherty S T, Skriganov M M. MacWilliams duality and the Rosenbloom-Tsfasman tactic [J].Moscow Mathematical Journal, 2002, 2(1):83-99.
  • 8Slap I, Ozen M. The complete weight enumerator for codes over Mn×s(R) [J]. Applied Mathematics Letters, 2004,17: 65-69.
  • 9Siap I. A MacWilliams type identity[J].Turk J Math, 2002, 26: 465-473.
  • 10Siap I, Ozen M. Codes over Galois rings with respect to the Rosenbloom-Tsfasman metric[J]. Journal of the Franklin Institute, 2007,344(5) : 790-799.

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