In this paper ,we combine fuzzy topological structures with algebraic structures on X ,and investigate their corresponding structures and properties .In the section 3 ,the relationship between fuzzy topological structure and increasing(decreasing) fuzzy syntopogenous structure is studied .In the section 4 the definition of continuity of a preordered L-fuzzy syntopogenous space,(X,S, ≤)and an example is given .In the section 5 the equivalent depictions of continuity are researched .In the section 6 the boundedness and its properties are discussed .
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