The Weekly Newsletter of MIT Linguistics

Issue of Monday, October 6th, 2014

LFRG 10/8 - Brian Buccola

Speaker: Brian Buccola (McGill University)
Time: Wednesday, October 8, 3:30-5pm (note exceptional time!)
Location: 32-D461
Title: Global semantic constraints: the case of van Benthem’s problem

Any adjectival theory of numeral modifiers faces a challenge known as van Benthem’s problem (van Benthem, 1986), whereby non-upward-monotone quantifiers like “fewer than three” give rise to inadequate truth conditions. I propose a novel solution based on general economy principles for LF availability: certain LFs are generated by the grammar but unavailable (blocked) by virtue of (i) their semantic equivalence to LFs of syntactically simpler sentences, and (ii) the simultaneous availability of other, non-trivial LFs. The equivalence check is shown to rely crucially on the distributivity-collectivity properties of the predicates, in particular on whether the predicates distribute to at least some (not necessarily every) subpart (not necessarily atomic). The proposal therefore makes strong predictions regarding the interpretations of sentences with negative (and other) quantifiers and various predicates along the distributive-collective spectrum, which I show are borne out.

ESSL/LacqLab - No meeting this week

We will have no lab meeting this week. Our next lab meeting will be Wednesday, 10/15.

Ling-Lunch 10/9 - Ethan Poole

Speaker: Ethan Poole (UMass Amherst)
Title: Deconstructing quirky subjects
Date/Time:Thursday, October 09, 12:30-1:45pm
Location: 32-D461

Quirky (nonnominative) subjects differ across languages in whether they display the full range of properties exhibited by canonical nominative subjects. Based on data from Icelandic, German, Hindi-Urdu, Basque, and Laz, I show that the subjecthood properties exhibited by quirky subjects crosslinguistically obey an implicational hierarchy. I argue that this hierarchy is the result of DPs exhibiting a set of subjecthood properties as a function of how high they raise in the functional sequence.