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Self-Dual Codes With an Automorphism of Order 11

机译:自对偶阶为11的自对偶代码

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摘要

Using a method for constructing self-dual codes having an automorphism of odd prime order, we classify up to equivalence all binary self-dual codes with an automorphism of order 11 with 6 cycles and minimum distance 12. This classification gives new [72, 36, 12] codes with weight enumerator that was previously not obtained as well as many [66, 33, 12], [68, 34, 12], and [70, 35, 12] codes with new values of the parameters in their respective weight enumerators.
机译:使用一种构造具有奇数素数阶自同构的自对偶码的方法,我们将所有等价的具有等阶11且具有6个循环和最小距离12的自同构二进制自对偶码分类。这种分类给出了新的[72,36 ,[12]代码和以前未获得的权重枚举器,以及许多[66,33,12],[68,34,12]和[70,35,12]代码在各自的参数中都有新值体重调查员。

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