关于左连续蕴涵算子的连续逼近问题

The Convergence of Left Continous Implication Operators

从阿基米德型t-范定义的剩余型蕴涵算子是连续的蕴涵算子出发,研究关于左连续的蕴涵算子R0和Go¨del蕴涵算子RG的连续逼近问题,从而进一步为模糊推理寻求理论基础。

In this article, the problem of convergering to left continuous implication operator R0 and RG by a sequence of continous operators is studied based on the relationship between Archimedean ( t -norm) and its residuated implication.