Jin Li

most citedGeneralized Hamming Weights of Irreducible Cyclic Codes

4 citations · 6 across the 5 of their papers we have counts for

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cs.IT2016

Linear Codes over $F_{q} [x] / (x^{2})$ and $GR (p^{2}, m)$ Reaching the Griesmer Bound

Jin Li, Aixian Zhang, Keqin Feng

We construct two series of linear codes over finite ring $F_{q} [x] / (x^{2})$ and Galois ring $GR (p^{2}, m)$ respectively reaching the Griesmer bound. They derive two series of c…

cs.IT2016★ 2 cited

Construction of Cyclic and Constacyclic Codes for b-symbol Read Channels Meeting the Plotkin-like Bound

Minghui Yang, Jin Li, Keqin Feng

The symbol-pair codes over finite fields have been raised for symbol-pair read channels and motivated by application of high-density data storage technologies [1, 2]. Their general…

cs.IT2016

Linear Codes over Galois Ring $GR (p^{2}, r)$ Related to Gauss sums

Aixian Zhang, Jin Li, Keqin Feng

Linear codes over finite rings become one of hot topics in coding theory after Hommons et al.([4], 1994) discovered that several remarkable nonlinear binary codes with some linear-…

cs.IT2014★ 4 cited

Generalized Hamming Weights of Irreducible Cyclic Codes

Minghui Yang, Jin Li, Keqin Feng +1

The generalized Hamming weight (GHW) $d_{r} (C)$ of linear codes $C$ is a natural generalization of the minimum Hamming distance $d (C) (= d_{1} (C))$ and has become one of important resear…

Linear Codes over Fq​[x]/(x2) and GR(p2,m) Reaching the Griesmer Bound

Construction of Cyclic and Constacyclic Codes for b-symbol Read Channels Meeting the Plotkin-like Bound

Linear Codes over Galois Ring GR(p2,r) Related to Gauss sums

Generalized Hamming Weights of Irreducible Cyclic Codes

Linear Codes over $F_{q} [x] / (x^{2})$ and $GR (p^{2}, m)$ Reaching the Griesmer Bound

Linear Codes over Galois Ring $GR (p^{2}, r)$ Related to Gauss sums