Quantum codes from (1 - 2v)-constacyclic codes over the ring 픽q + u픽q + v픽q + uv픽q. - Juan Li; Jian Gao 001; Yongkang Wang 003 (Discret. Math. Algorithms Appl., 2018)

Constacyclic codes over the ring Fp + vFp and their applications of constructing new non-binary quantum codes. - Yongkang Wang 003; Jian Gao 001 (Int. J. Inf. Coding Theory, 2018)

Bounds on covering radius of linear codes with Chinese Euclidean distance over the finite non chain ring F2+vF2. - Jian Gao 001; Yongkang Wang 003; Juan Li (Inf. Process. Lett., 2018)

u-Constacyclic codes over 𝔽p+u𝔽p and their applications of constructing new non-binary quantum codes. - Jian Gao 001; Yongkang Wang 003 (Quantum Inf. Process., 2018)

New Non-Binary Quantum Codes Derived From a Class of Linear Codes. - Jian Gao 001; Yongkang Wang 003 (IEEE Access, 2019)

MacDonald codes over the ring $${ mathbb {F}}_{p}+v{ mathbb {F}}_{p}+v^2{ mathbb {F}}_{p}$$. - Yongkang Wang 003; Jian Gao 001 (Comput. Appl. Math., 2019)

Some Results on Images of a Class of λ-Constacyclic Codes Over Finite Fields. - Jian Gao 001; Juan Li; Yongkang Wang 003 (IEEE Access, 2020)