A short proof that all linear codes are weakly algebraic-geometric using Bertini theorems of B. Poonen
arXiv:1303.3341 · doi:10.1016/j.disc.2020.111851
Abstract
In this paper we give a simpler proof of a deep theorem proved by Pellikan, Shen and van Wee that all linear codes are weakly algebraic-geometric using a theorem of B.Poonen.
Title modified, expository content shortened. Final version to appear in Discrete Math