L-fuzzy Convex Subfield Degree and its Induced L-fuzzy Convexity
Let L be a completely distributive lattice,this paper introduces the concept of L-fuzzy convex subfield degree based on L-fuzzy convex subfield,and gives an equivalent characterization of L-fuzzy convex subfield degree using four cuts of L-fuzzy sets,and further investigates the L-fuzzy convexity induced by L-fuzzy convex subfield degree.
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