论文标题
仿射符号格拉曼代码
Affine Symplectic Grassmann codes
论文作者
论文摘要
在此手稿中，我们介绍了一个新的线性代码类别，称为Aggine Symbletic Grassmann代码，并确定其参数，自动形态组，最小距离代码字，双代码和其他关键功能。这些线性代码是由极性符号司法拉格曼尼亚人的仿射部分定义的。它们结合了极性符号格拉斯曼法规和仿射格拉曼码。
In this manuscript, we introduce a new class of linear codes, called affine symplectic Grassmann codes, and determine their parameters, automorphism group, minimum distance codewords, dual code and other key features. These linear codes are defined from an affine part of a polar symplectic Grassmannian. They combine polar symplectic Grassmann codes and affine Grassmann codes.
