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

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Stabler - Lx 185/209 2003<br />

10.2.1 Subject-auxiliary inversi<strong>on</strong> in English<br />

Introducti<strong>on</strong>s to transformati<strong>on</strong>al syntax like Koopman, Sportiche, and Stabler (2002) and (Fromkin, 2000, §5)<br />

<strong>of</strong>ten present a simplified account <strong>of</strong> English auxiliaries and questi<strong>on</strong> formati<strong>on</strong> that can now be be presented<br />

with a lexic<strong>on</strong> like the following (writing sh::Fs for each (ss,sh,sc::Fs)∈ Lex, sincess and sc are always<br />

empty in the lexic<strong>on</strong>): 45<br />

ɛ:: =T C ɛ:: =>T C ɛ:: =>T +wh C<br />

-s:: =>Modal +k T -s::=>Have +k T -s::=>Be +k T -s::=v +k T<br />

will:: =Have Modal will:: =Be Modal will:: =v Modal<br />

have:: =Been Have have:: =ven Have<br />

be:: =ving Be been:: =ving Been<br />

ɛ:: =>V =D v -en:: =>V =D ven -ing:: =>V =D ving<br />

eat:: =D +k V laugh:: V<br />

the:: =N D-k which::=N D -k -wh<br />

king:: N pie:: N<br />

With this grammar we have derivati<strong>on</strong>s like the following<br />

CP<br />

C’<br />

C TP<br />

DP(0)<br />

D<br />

the<br />

D’<br />

NumP Have<br />

Num’<br />

Num NP<br />

N’<br />

N<br />

king<br />

have<br />

T<br />

T<br />

-s<br />

T’<br />

Have<br />

t<br />

HaveP<br />

Have’<br />

DP<br />

t(0)<br />

venP<br />

V<br />

eat<br />

ven<br />

ven’<br />

ven<br />

-en<br />

VP<br />

V’<br />

V<br />

t<br />

([],[],the king have -s eat -en):C<br />

[]::=T C (the king,have -s,eat -en):T<br />

([],have -s,eat -en):+k T,([],the,king):-k<br />

-s::=>Have +k T ([],have,eat -en):Have,([],the,king):-k<br />

have::=ven Have ([],eat -en,[]):ven,([],the,king):-k<br />

([],eat -en,[]):=D ven<br />

-en::=>V =D ven eat::V<br />

([],the,king):D -k<br />

the::=Num D -k ([],[],king):Num<br />

[]::=N Num king::N<br />

CP<br />

C’<br />

C TP<br />

DP(0)<br />

T’<br />

D’<br />

T BeP<br />

([],[],the king be -s eat -ing):C<br />

D NumP Be T Be’<br />

[]::=T C (the king,be -s,eat -ing):T<br />

the Num’ be -s Be vingP<br />

([],be -s,eat -ing):+k T,([],the,king):-k<br />

Num NP<br />

t DP ving’<br />

-s::=>Be +k T ([],be,eat -ing):Be,([],the,king):-k<br />

N’<br />

t(0) ving VP<br />

be::=ving Be ([],eat -ing,[]):ving,([],the,king):-k<br />

N<br />

V ving V’<br />

([],eat -ing,[]):=D ving<br />

([],the,king):D -k<br />

king<br />

eat -ing V<br />

-ing::=>V =D ving eat::V the::=Num D -k ([],[],king):Num<br />

t<br />

[]::=N Num king::N<br />

45 I follow the linguistic c<strong>on</strong>venti<strong>on</strong> <strong>of</strong> punctuating a string like -s to indicate that it is an affix. This dash that occurs next to a string<br />

should not be c<strong>on</strong>fused with the dash that occurs next to syntactic features like -wh.<br />

203

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