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Notes on computational linguistics.pdf - UCLA Department of ...

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Stabler - Lx 185/209 2003<br />

Kayne assumes that the relative pr<strong>on</strong>oun also originates in the same projecti<strong>on</strong> as the promoted head,<br />

so we get analyses with the structure:<br />

a. The hammeri [which ti]j [tjbroke th]k [the window]h tk<br />

b. The windowi [which ti]j [the hammer]h [thbroke tj]k tk<br />

We can obtain this kind <strong>of</strong> analysis by allowing noun heads <strong>of</strong> relative clauses to be focused, entering<br />

the derivati<strong>on</strong> with some kind <strong>of</strong> focus feature -f.<br />

NB: focused lexical items in the sec<strong>on</strong>d column.<br />

the hammer fell: c<br />

ɛ:: =t c the hammer fell: t<br />

fell: +case t, the hammer: -case<br />

ɛ:: =pred +case t fell: ɛ, the hammer: -case<br />

the hammer broke the window: c<br />

fell: =d pred<br />

ɛ:: =v =d pred fell:: v<br />

ɛ:: =t c the hammer broke the window: t<br />

broke the window: +case t, the hammer: -case<br />

ɛ:: =pred +case t broke the window: ɛ, the hammer: -case<br />

broke the window: =d pred<br />

ɛ:: =tr =d pred broke the window: tr<br />

the window: +tr tr, broke: -tr<br />

ɛ:: =case +tr tr the window: case, broke: -tr<br />

ɛ: +case case, broke: -tr, the window: -case<br />

=t c =t +whrel crel<br />

=pred +case t<br />

=n d -case the =n +f d -case -whrel which<br />

=crel d -case the<br />

n hammer n -f hammer<br />

n window n -f window<br />

=v +case case<br />

=tr =d pred<br />

=case +tr tr<br />

=d v -tr broke<br />

the hammer: d -case<br />

the:: =n d -case hammer:: n<br />

the hammer: d -case<br />

the:: =n d -case hammer:: n<br />

ɛ:: =v +case case broke: v -tr, the window: -case<br />

broke:: =d v -tr the window: d -case<br />

the:: =n d -case window:: n<br />

192<br />

d<br />

the<br />

dP 3<br />

d<br />

the<br />

dP1<br />

cP<br />

c tP<br />

nP<br />

hammer<br />

cP<br />

c tP<br />

nP<br />

hammer<br />

t 3<br />

v<br />

t’<br />

t predP<br />

dP<br />

broke<br />

vP 2<br />

t1<br />

pred’<br />

pred trP<br />

t 1<br />

dP<br />

t’<br />

t predP<br />

dP<br />

d<br />

the<br />

dP 1<br />

pred’<br />

pred vP<br />

tr’<br />

tr caseP<br />

nP<br />

window<br />

fell<br />

caseP<br />

case vP<br />

t 2

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