On Stopping Sets of AG Codes Over Certain Curves With Separated Variables
W Ten�rio, GC Tizziotti�- IEEE Transactions on Information�…, 2021 - ieeexplore.ieee.org
W Ten�rio, GC Tizziotti
IEEE Transactions on Information Theory, 2021•ieeexplore.ieee.orgIn this paper we study stopping sets of AG codes over a family of curves, denoted by X f, g,
that includes several important curves with applications in coding theory. We present results
concerning stopping sets of one-point and m-point codes over X f, g, generalizing some
results for Hermitian codes presented by Anderson and Matthews.
that includes several important curves with applications in coding theory. We present results
concerning stopping sets of one-point and m-point codes over X f, g, generalizing some
results for Hermitian codes presented by Anderson and Matthews.
In this paper we study stopping sets of AG codes over a family of curves, denoted by X f,g , that includes several important curves with applications in coding theory. We present results concerning stopping sets of one-point and m-point codes over X f,g , generalizing some results for Hermitian codes presented by Anderson and Matthews.
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