3 citations · 4 across the 4 of their papers we have counts for
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Trace codes over and Boolean function
Minjia Shi, Yan Liu, Randriam Hugues +2
We construct trace codes over by using Boolean functions and skew sets, respectively. Their Lee weight distribution is studied by using a Galois ring version of the Walsh-Ha…
Trace Codes with Few Weights over
Minjia Shi, Yan Liu, Patrick Solé
We construct an infinite family of two-Lee-weight and three-Lee-weight codes over the chain ring They have the algebraic structure of abelian codes. T…
Three-weight codes and the quintic construction
Yan Liu, Minjia Shi, Patrick Solé
We construct a class of three-Lee-weight and two infinite families of five-Lee-weight codes over the ring $R=\mathbb{F}_2 +v\mathbb{F}_2 +v^2\mathbb{F}_2 +v^3\mathbb{F}_2 +v^4\math…
Two-weight and three-weight codes from trace codes over
Yan Liu, Minjia Shi, Patrick Solé
We construct an infinite family of two-Lee-weight and three-Lee-weight codes over the non-chain ring where $u^2=0,v^2=0,u…