The aim of this paper is to introduce monadic L-fuzzy quantifiers of the type <1~n, 1> and to investigate some of their semantic properties that are well-known in the generalized quantifier theory. Further, some relations between the semantic properties of generalized quantifiers are also studied for monadic L-fuzzy quantifiers. Finally, a property "to be extensional w.r.t. a given L-permutation equivalence" is proposed.
展开▼