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Quantum Error-Correction Codes Based on Multilevel Constructions of Hadamard Matrices

机译:Hadamard矩阵多层构造的量子纠错码

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摘要

To achieve quantum error-correction codes with good parameters, the recursive constructions of Hadamard matrices with even length are proposed with special characters. The generators of the stabilizer of the designed codes can be constructed by selecting some rows from these matrices, hence several codes are obtained expediently via the stabilizer quantum code's constructions. Some of the presented codes are unsurpassed by the previously published codes.
机译:为了获得具有良好参数的量子纠错码,提出了具有特殊特征的均匀长度的Hadamard矩阵的递归构造。可以通过从这些矩阵中选择一些行来构造设计代码的稳定器的生成器,因此可以通过稳定器量子代码的结构方便地获得多个代码。某些已提供的代码不能被先前发布的代码所超越。

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