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The Category P Features, Projections, Interpretation

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45<br />

Neeleman (1997) has a different explanation for the occurrence of P in PP-verb<br />

constructions (‘PP-complements’, in his terminology). In Neeleman’s account the<br />

function of P is thematic. As already mentioned in 3.1.1, P and V jointly theta-mark<br />

the DP at LF. 6<br />

Neeleman bases his proposal on the following observation. <strong>The</strong>re are verbs such<br />

as believe which alternate between PP and DP complements:<br />

(5) a. We believe in Dan.<br />

b. We believe Dan.<br />

Neeleman notes that (5a) and (5b) have rather different interpretations. To<br />

sharpen the observation we may assume that Dan is a politician, and a liar. We can<br />

say (5a) without sounding like complete idiots, meaning that we believe that Dan can<br />

do the job. However, given the same scenario, (5b) is totally inappropriate. We can<br />

even conjoin (5a) and (5b), while negating one of the conjuncts as in: ‘We don’t<br />

believe Dan, but we believe in him’. <strong>The</strong> resulting utterance is not a contradiction,<br />

meaning that (5a) and (5b) do not have the same truth conditions. Based on this<br />

Neeleman concludes that the P of PP-verbs has a semantic contribution and therefore<br />

it is a theta-assigner.<br />

Neeleman’s observation is neither verb- nor language-specific. Consider the<br />

following Hebrew examples (adapted from Rubinstein 1971):<br />

(6) a. dan ba’at et ha-even/*ha-kir (le-yosi)<br />

dan kicked Acc the-stone/*wall to-Yosi<br />

b. dan ba’at ba- even/kir (*le-yosi)<br />

dan kicked in+the-stone/wall to-Yosi<br />

In (6a) the DP has to be moveable, and a Goal argument can be added, whereas<br />

in (6b) any DP is fine, but a Goal argument cannot be added. Thus it is clear that (6a)<br />

and (6b) have different meanings.<br />

6 Recall that under the approach to P developed in chapter 2, P is a functional category not involved in<br />

theta-assignment. <strong>The</strong> claim that in certain contexts Ps are semantic amounts to identifying their<br />

function as P R .

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