Universal Quantifier PPIs

Why have Positive Polarity Items (PPIs) that are universal quantifiers only been attested in the domain of modal auxiliaries (cf. Homer t.a., Iatridou & Zeijlstra 2010, 2013) and never in the domain of quantifiers over individuals? No PPI meaning everybody or everything has ever been reported. In this paper, I argue that universal quantifier PPIs actually do exist, both in the domain of quantifiers over individuals and in the domain of quantifiers over possible worlds, as, I argue, is predicted by the Kadmon & Landman (1993) - Krifka (1995) - Chierchia (2006, 2013) approach to NPIhood. However, since the covert exhaustifier that according to Chierchia (2006, 2013) is induced by these PPIs (and responsible for their PPI-hood) can act as an intervener between the PPI and its anti-licenser, it is concluded in this paper that a universal quantifier PPIs may scope below it and thus appear in disguise; their PPI-like behaviour only becomes visible once they morpho-syntactically precede their anti-licenser. Another conclusion of this paper is that Dutch iedereen (‚everybody’), opposite to English everybody, is actually a PPI.