摘要： The relation of LF topology on set X to the classical topology is always important for us to understand LF topology. In this paper, we construct a bitopological space from a LF topologial space,and we show that for a continuous order homomorphism between two LF topological spaces there is a correspondent bicontinuous mapping between the constructed bitopological spaces.Let X be a set,L be a fuzzy lattice,use Lx denote all the fuzzy subsets of X use πx denote set X×{L\{ O, 1} }, P（πx） is power set of πx. Now we first define mapping, a of πx into itself as following.

中图分类号: 

•  

• O189.1