Abstract

From Higgins (1973) to Iatridou and Varlokosta (1998), connectivity has been considered in the literature to be a defining characteristic of specificational pseudoclefts. This paper argues against this view based on an analysis of specificational pseudoclefts in Hebrew. Pseudoclefts in Hebrew are interesting in two ways. First, predicational and specificational pseudoclefts are distinguished lexically in the choice of the copula. Second, specificational pseudoclefts fall into two classes, each exhibiting a different set of connectivity effects. The connectivity pattern in Hebrew is accounted for following Jacobson (1994) and Sharvit (1999), who assume that connectivity effects are independent of each other and derive them as a by-product of semantic equation. It is shown that this pattern cannot be obtained using any single grammatical operation, such as reconstruction or coping, which would necessarily derive all connectivity effects at once