摘要
从函数最小项系数与基于(0,1)空间的谱系数以及bj系数的关系出发,引进了n-bj系数,进而提出了(0,1)空间的谱系数与bj系数的互换算法并给出了相应的图形转换方法和一种改进的跨图聚合圈法.实例表明,图形转换法具有简单、直接、方便等特点.
Based on the relation between SOP Coefficients and Spectral Coefficients of （0,1） space and the relation between SOP Coefficients and bj coefficients, by introducing n-bj coefficients, the paper presents an algorithm and map method for realizing the transformation between RM expansion Coefficients and spectral Coefficients of （0, 1） space. Furthermore an amendatory map method named aggregate circle of spaning map is presented. The examples in the paper show that these methods have many features, such as simpleness, directness and convenience.
出处
《浙江大学学报（理学版）》
CAS
CSCD
北大核心
2006年第5期525-527,531,共4页
Journal of Zhejiang University（Science Edition）
关键词
谱系数
n-bj系数
BJ图
Spectral coefficient
n-bj coefficient
bj map
