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Phi-features and the Modular Architecture of - UMR 7023 - CNRS

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202<br />

The C/T-phase rebuilds <strong>and</strong> Agree occurs between <strong>the</strong> new TERG <strong>and</strong> S, (312)h.<br />

The Transfer <strong>of</strong> <strong>the</strong> C/T phase now converges. 147<br />

(312) Derivation <strong>of</strong> dependent ergative in <strong>the</strong> PCC context<br />

a. v[π:,#:,κ:A] … DAT … S[π:1,#:PL,κ:] →Agree v-DAT<br />

b. v[π:+,#:,κ:A] … DAT … S[π:1,#:PL,κ:] →Agree v-S<br />

c. v[π:+,#:(PL?),κ:A] … DAT … S[π:1,#:PL,κ:] →S Move<br />

d. S[π:1,#:PL,κ:] v[π:+,#:(PL?),κ:A] … DAT … tS →Transfer<br />

e. T S[π:1,#:PL,κ:] v[π:+,#:(PL?),κ:A] … DAT … tS →C/T-phase, EPP<br />

f. S[π:1,#:PL,κ:] T tS v[π:+,#:(PL?),κ:A] … DAT … tS →*Transfer, ℜ<br />

g. T[π:,#:,κ:E] S[π:1,#:PL,κ:] v[π:+,#:(PL?),κ:A] … DAT … tS →Agree T-S, EPP<br />

h. S[π:1,#:PL,κ:E] T[π:1,#:PL,κ:E] tS v[π:+,#:(PL?),κ:A] … DAT … tS →Transfer<br />

(Notation: π [person], # [number], κ [Case], + [+person] <strong>of</strong> DAT)<br />

The emergence <strong>of</strong> <strong>the</strong> ergative in <strong>the</strong> PCC repair is thus analysable in <strong>the</strong><br />

same way as its emergence in transitives. It fits nicely <strong>the</strong> characterization <strong>of</strong> dependent<br />

Case as last-resort repair through ℜ. The limits <strong>of</strong> ℜ also correctly circumscribe<br />

<strong>the</strong> scope <strong>of</strong> ergativization. It cannot apply to <strong>the</strong> O <strong>of</strong> transitives, even<br />

in a PCC context, because in transitives TERG already Agrees with <strong>the</strong> EA. It cannot<br />

apply for reasons o<strong>the</strong>r than <strong>the</strong> failure <strong>of</strong> Transfer to converge, due to modularity,<br />

among <strong>the</strong>m <strong>the</strong> morphological gaps mentioned for (308)c. Finally, ℜ cannot<br />

usefully apply elements o<strong>the</strong>r than T in <strong>the</strong> above derivation. Most are not<br />

potential Agree/Case loci. The PDAT <strong>of</strong> datives is one, but it would become a full<br />

PP, which cannot have an applicative interpretation as will be discussed in section<br />

5.7.<br />

An issue deferred until section 5.9 is <strong>the</strong> parametrization <strong>of</strong> ℜ, for only some<br />

Basque varieties permit absolutive displacement. In most, PCC contexts irremediably<br />

crash. Paraphrase takes <strong>the</strong> place <strong>of</strong> <strong>the</strong> simplest way to say 'I like you'. 148<br />

5.6.3 Chinook<br />

The ergativization <strong>of</strong> Basque has a remarkable parallel in Chinook, described in<br />

Silverstein (1986) <strong>and</strong> related to Basque in Rezac (2009). 149 The case <strong>and</strong> agreement<br />

<strong>of</strong> Chinook are introduced through (313):<br />

147 If it were desirable that S stay in-situ in <strong>the</strong> vP, it would have to be assumed that a crashed<br />

Transfer at v permits <strong>the</strong> derivation to continue (as seems plausible, section 5.4), or that Transfer<br />

<strong>of</strong> <strong>the</strong> v-complement is delayed until C (Chomsky 2001). However, <strong>the</strong>re is evidence that S raises<br />

to <strong>the</strong> edge <strong>of</strong> <strong>the</strong> unaccusative vP in Basque (Rezac 2008c: 4.4). Also discussed in Rezc (2008c)<br />

is evidence that partial v-S number Agree results in absolutive assignment to S <strong>and</strong> licensing <strong>of</strong><br />

<strong>the</strong> number <strong>of</strong> S, leaving person unlicensed. Such relativization <strong>of</strong> Case to phi-<strong>features</strong> <strong>and</strong> multiple<br />

Case are compatible with <strong>the</strong> present approach to <strong>the</strong> PCC (section 5.2).<br />

148 Typically gustuko(a) zaitut/ditut lit. 'I have you/<strong>the</strong>m pleasing', independent <strong>of</strong> <strong>the</strong> PCC.<br />

149 The Chinook analogue <strong>of</strong> absolutive displacement was pointed out to me by D. Harbour, p.c.

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