Fuzzy Limit Structures over Completely Distributive Lattices

摘要

In this paper, we study the Kubiak-Sostak extension of Li's limit molecular latticesand discuss the relationship between this extension and the corresponding extension ofWang's TML. We prove that FLimML –the extension of Li's LimML -is a topological category over CD~(op)andFLimMLis isomorphic toLimML~c ([0,11) ,whereLimML~c ([0,1])is the co-tower extension ofLimML .