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Inhomogeneous quantum codes (II): non-additive case
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作者 Weiyang WANG Keqin FENG 《Frontiers of Mathematics in China》 SCIE CSCD 2012年第3期573-586,共14页
The quantum codes have been generalized to inhomogeneous case and the stabilizer construction has been established to get additive inhomogeneous quantum codes in [Sei. China Math., 2010, 53: 2501-2510]. In this paper... The quantum codes have been generalized to inhomogeneous case and the stabilizer construction has been established to get additive inhomogeneous quantum codes in [Sei. China Math., 2010, 53: 2501-2510]. In this paper, we generalize the known constructions to construct non-additive inhomogeneous quantum codes and get examples of good d-ary quantum codes. 展开更多
关键词 Quantum code inhomogeneous code mixed code finite abeliangroup CHARACTER quadratic generalized boolean function
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