摘要
本文利用 F推理和 F转移矩阵对市场经济信息进行了可拓分析 ,并根据实际情况确定关联函数 Ku(x) .当 Ku(x) >0属于传统控制论 ,非线性时用模糊控制 ;当 0 >Ku (x) >-1时属于可拓控制 ;当 -1 >Ku(x) >-∞时实行模糊可拓控制 ,或协商控制 .给出计算机程序框图 ,并对各个框图进行了较详细的解释 ,特别对可拓协商控制理论 。
In this paper, we utilize fuzzy\|inference motheod and the fuzzy\|transfer matrix to extension\|analysis of the market economic information, and determine the relation function\|\%Ku(x)\% according to the fact. Furthermore we study the relation function\|\%Ku(x)\% by following step:\;1. While \$Ku(x)>0\$, it belongs to the traditiond control\;2. While \$-1<Ku(x)<0\$, it belongs to the extension control.\;3. While \$-∞<Ku(x)<-1\$ , it just belongs to the fuzzy\|extension control or bargaining control.\; In above process, we bring out the program chart to computerize the extension\|bargaining control, and the explaination of each step was given. Expecially for the Extension\|bargaining theory, we give it a further research.
出处
《系统工程理论与实践》
EI
CSCD
北大核心
2000年第7期76-79,93,共5页
Systems Engineering-Theory & Practice