Errata for 'The linear programming bound for codes over finite Frobenius rings'

Eimear Byrne; Marcus Greferath; Michael E. OSullivan

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Errata for 'The linear programming bound for codes over finite Frobenius rings'

机译：勘误表：“有限Frobenius环上代码的线性编程边界”

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The authors discovered some mistakes in the article that appeared on pp. 289-301 of the March volume of DCC 42 (2007). The validity of its results is not affected, nor is that of the examples since their computation did not involve the dual version of the LP bound. In any case, we feel the errors need to be rectified here.

机译：作者在DCC 42（2007）三月卷的第289-301页上的文章中发现了一些错误。它的结果的有效性不受影响，示例也不受影响，因为它们的计算不涉及LP边界的双重版本。无论如何，我们认为这里的错误需要纠正。

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来源
《Designs, Codes and Crytography》 |2007年第2期|269-270|共2页
作者
Eimear Byrne; Marcus Greferath; Michael E. OSullivan;
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作者单位

School of Mathematical Sciences, University College Dublin, Belfield. Dublin 4, Ireland;

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收录信息美国《科学引文索引》(SCI);美国《工程索引》(EI);
原文格式 PDF
正文语种 eng
中图分类高等数学;
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1. The linear programming bound for codes over finite Frobenius rings [J] . Eimear Byrne, Marcus Greferath, Michael E. OSullivan Designs, Codes and Crytography . 2007,第3期

机译：有限Frobenius环上代码的线性规划界
2. A Griesmer bound for linear codes over finite quasi-Frobenius rings [J] . Keisuke Shiromoto, Leo Storme Discrete Applied Mathematics . 2003,第1期

机译：有限拟Frobenius环上线性代码的Griesmer界
3. New bounds for codes over finite Frobenius rings [J] . Eimear Byrne, Marcus Greferath, Axel Kohnert, Designs, Codes and Crytography . 2010,第2期

机译：有限Frobenius环上代码的新界限
4. The linear programming bound for ternary linear codes [C] . Daskalov, R.N. . 1994

机译：三元线性码的线性规划界
5. Loop transversal codes over finite rings. [D] . Aydinyan, Ruben Hranti. 2005

机译：在有限环上循环遍历代码。
6. On the linear programming bound for linear Lee codes [O] . Helena Astola, Ioan Tabus -1

机译：关于线性Lee码的线性规划界
7. Errata for “The linear programming bound for codes over finite Frobenius rings” [O] . Eimear Byrne, Marcus Greferath, Michael E. O’Sullivan 2007

机译：“有限Frobenius环上的代码的线性编程界定的勘误表”

Errata for 'The linear programming bound for codes over finite Frobenius rings'

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