摘要
本文在完全分配格上建立了一种点式拟一致结构理论，许多一般拓扑中的相应定理都被得到了．特别地，我们证明了每个拓扑分子格都可以拟一致化．此外。
A theory of pointwise quasi-uniformities is based on completely distributive lattices. Many theorems corresponding to the usual theorems in general topology are obtained. In particular it is proved that every topological molecular lattice is quasi-uniformizable.Moreover, the topological structure of a product quasi-uniform molecular lattice is discussed.
出处
《数学进展》
CSCD
北大核心
1997年第1期22-28,共7页
Advances in Mathematics（China）
关键词
完全分配格
拟一致结构
点式拟一致结构
completely distributive lattice
quasi-uniformity
generalized order-homomorphisms
quasi-uniform continuity
product quasi-uniformity
