Regular Section
Quantum Codes Derived from Quasi-Twisted Codes of Index 2 with Hermitian Inner Product
2019 年 E102.A 巻 10 号 p. 1411-1415
詳細
2019 年 E102.A 巻 10 号 p. 1411-1415
In this paper, we consider a wide family of λ-quasi-twisted (λ-QT) codes of index 2 and provide a bound on the minimum Hamming distance. Moreover, we give a sufficient condition for dual containing with respect to Hermitian inner product of these involved codes. As an application, some good stabilizer quantum codes over small finite fields 𝔽2 or 𝔽3 are obtained from the class of λ-QT codes.
