广义序同态与粘接引理

Generalized Order Homomorphism and Continuity Lemma

利用完全分配格的有关结论,讨论了Lx中L—fuzzy集的既约分解及广义序同态的逆的构造,由此证明:对保承集的广义序同态来说,粘接引理在不分明拓扑空间中也成立。

In this paper, using the results of complitely distributive lattice, we disscuss the inverse of generalized order hompmorphism and the irreducible decomposition of L-fuzzy set in L^x,and obtain the formulation of the inverse of generahzed order homomorphism. By this formulation, we show that the continuity lemma holds still in L-fuzzy topological space