摘要：It was shown in Schlenker 2011, 2013 that in ASL nominal, temporal and modal generalized quantifiers can introduce loci (= positions in signing space) that denote the ‘maximal set,’ i.e. the maximal set of objects that satisfy both the restrictor and the nuclear scope. Here we call attention to a strategy used (in one informant's ASL) to represent restrictors of generalized quantifiers. Interestingly, this strategy can establish a separate locus for a restrictor set that is disjoint from the locus for a maximal set – despite the fact that their denotations are in a subset-superset relation (by contrast, nominal examples with the same property discussed by Schlenker et al., to appear, involved loci that were embedded within each other).
