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ON THE SECOND GREEDY WEIGHT FOR LINEARCODES SATISFYING THE FULLRANK CONDITION
其他题名ON THE SECOND GREEDY WEIGHT FOR LINEAR CODES SATISFYING THE FULLRANK CONDITION
Chen Wende1; Klove Torleiv2
2005
发表期刊系统科学与复杂性:英文版
ISSN1009-6124
卷号18.0期号:1.0页码:55-66
摘要The maximum of g2-d2 for linear n, k, d; q codes C is studied. Here d2 is the smallest size of the support of 2-dimensional subcodes of C and g2 is the smallest size of the support of 2-dimensional subcodes of C which contains a codeword of weight d. The extra cost to the greedy adversary to get two symbols of information using some algorithm is g2-d2. For codes satisfying the fullrank condition of general dimensions, upper bounds on the maximum of g2-d2 are given. Under some condition we have got code C where g2-d2 reaches the upper bound.
其他摘要The maximum of g2 - d2 for linear n, k, d; q codes C is studied. Here d2 is the smallest size of the support of 2-dimensional subcodes of C and g2 is the smallest size of the support of 2-dimensional subcodes of C which contains a codeword of weight d. The extra cost to the greedy adversary to get two symbols of inform ation using some algorithmis g2 - d2. For codes satisfying the fullrank condition of general dimensions, upper bounds on the maximum of g2 - d2 are given. Under some condition we have got code C where g2 - d2 reaches the upper bound.
关键词线性码 界限 二维空间子码 代码字重 贪婪法
收录类别CSCD
语种中文
CSCD记录号CSCD:1875617
引用统计
文献类型期刊论文
条目标识符http://ir.amss.ac.cn/handle/2S8OKBNM/55586
专题中国科学院数学与系统科学研究院
作者单位1.中国科学院数学与系统科学研究院
2.挪威卑尔根大学
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Chen Wende,Klove Torleiv. ON THE SECOND GREEDY WEIGHT FOR LINEARCODES SATISFYING THE FULLRANK CONDITION[J]. 系统科学与复杂性:英文版,2005,18.0(1.0):55-66.
APA Chen Wende,&Klove Torleiv.(2005).ON THE SECOND GREEDY WEIGHT FOR LINEARCODES SATISFYING THE FULLRANK CONDITION.系统科学与复杂性:英文版,18.0(1.0),55-66.
MLA Chen Wende,et al."ON THE SECOND GREEDY WEIGHT FOR LINEARCODES SATISFYING THE FULLRANK CONDITION".系统科学与复杂性:英文版 18.0.1.0(2005):55-66.
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