摘要
在介绍函数的矩阵表示形式、凸性及非凸性函数、可限加分解阵等的基础上,提出了可限加分解阵的求取方法和挑选可限加分解阵的算法,将所得到的可限加分解阵进行取小运算就可以得到函数的矩阵表示。随后以3变量模3加电路设计为例,阐述了该方法和步骤的具体过程。设计结果表明了该方法和步骤的有效性和可操作性。
The method of obtaining and choosing boundary-added decomposition matrix was proposed on the basis of matrix representation of function,convexity and non-convexity function and boundary-added decomposition matrix.The matrix representation of function was gained when the boundary-added decomposition matrix performed a minimum operation.Then the process of this method and the steps were explained by an example of the circuit design for modulo-3 addition.The design results show that this method is highly practical and effective.
出处
《山东大学学报（理学版）》
CAS
CSCD
北大核心
2010年第3期45-49,共5页
Journal of Shandong University(Natural Science)
关键词
可限加分解
矩阵
ECL
多值逻辑
boundary-added decomposition
matrix
ECL
multivalued logic
