函数域码为代数几何码提供了一个新的视角,其可看作是代数几何码的推广。通过函数域码的构造,得出一类线性码,并举例说明利用这种方法可以得到有最优参数的好码。
A new perspective on the construction of algebraic-geometry codes is provided by function-field codes,which are the generalization of algebraic-geometry codes.In the paper, a class of function-field codes is constructed, and then the corresponding linear codes are obtained.Furthermore, some examples are listed to illustrate that the best known linear codes can be obtained via the function-field codes.