摘要
本文通过极性矩阵的递归表示，对ＧＦ（３）上多元多项式环进行了讨论，提出将变量经过线性变换，使多元多项式化简为乘积项数最少的新方法．该方法不需要进行矩阵运算，简便易行，并减少了计算复杂性，其结果改进了［１，２］的工作．
In this paper, multi-variable polynomial of GF(3) is discussed by using resursive expression of polarity matrix. Through the linear transformation of the variables, a new method is proposed which can obtain the polynomeal with minimum number of terms.This method does not need the operation of matrix. It is easy to calculate and the complexity of computation it reduced. It improves the previous [1], [2].
出处
《应用数学》
CSCD
北大核心
1996年第2期193-198,共6页
Mathematica Applicata
基金
浙江省自然科学基金
