The stabilizer(additive)method and non-additive method for constructing asymmetric quantum codes have been established.In this paper,these methods are generalized to inhomogeneous quantum codes.
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
基金supported by the National Natural Science Foundation of China(No.10990011)
文摘The stabilizer(additive)method and non-additive method for constructing asymmetric quantum codes have been established.In this paper,these methods are generalized to inhomogeneous quantum codes.
文摘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.
