GF(2^m)上的对称函数与一类行列式

The Symmetric Functions in the Field GF(2~m) and a Class of Determinants

分析了ＧＦ（２＾ｍ）上对称函数的特点，并且导出了一类常用的行列式的范德蒙德行列式的关系式，对于研究编码理论有一定的参考意义。

This paper analyses the characteristics of the symmetric functions in the field GF (2～m),derives the relations of a class of usual determinants and the Vandermonde determi-nants. Therefore it has certain reference meaning for investigating the code theory.