摘要
本文在讨论Post代数中三值函数的代数基础、成本计算方法与函数简化准则的基础上提出了兼考虑消变量与消阈化简的三值函数表格法最小化程序.通过实例的化简表明考虑消阈化简后所得的函数的最小化SOP形式要比只考虑消变量化简所得的形式更简单,相应电路的成本更低.
Based on discussing the Post algebra basis of ternary functions, the way to calculate circuit costs and the norm of function simlification, the paper proposes a new method of tabular minimization for ternary functions. By testing with an example, it shows that the minimized SOP function expressions with both thresholds and variables dispelled are much simpler than that with only variables dispelled, aslo it leads to far less circuit costs.
出处
《杭州大学学报（自然科学版）》
CSCD
1994年第1期47-52,共6页
Journal of Hangzhou University Natural Science Edition
基金
浙江省自然科学基金
关键词
多值逻辑
三值函数
表格法最小化
multiple valued logic
ternary function
tabular minimization
