Notes on computational linguistics.pdf - UCLA Department of ...
Notes on computational linguistics.pdf - UCLA Department of ...
Notes on computational linguistics.pdf - UCLA Department of ...
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Stabler - Lx 185/209 2003<br />
D<br />
which<br />
which pie,have -s,the king been eat -ing: C<br />
DP(0)<br />
ɛ,have -s,the king been eat -ing: +wh C, which pie: -wh<br />
D’<br />
NumP<br />
Num’<br />
Num NP<br />
N’<br />
N<br />
pie<br />
CP<br />
Have<br />
have<br />
ɛ, ɛ, ɛ:: =>T +wh C the king,have -s,been eat -ing: T, which pie: -wh<br />
ɛ,have -s,been eat -ing: +k T, the king: -k, which pie: -wh<br />
T<br />
T<br />
-s<br />
C<br />
C<br />
C’<br />
DP(1)<br />
D<br />
the<br />
D’<br />
TP<br />
NumP<br />
Num’<br />
Num NP<br />
N’<br />
N<br />
king<br />
T<br />
t<br />
T’<br />
Have<br />
t<br />
Been<br />
been<br />
HaveP<br />
Have’<br />
ɛ,-s,ɛ:: =>Have +k T ɛ,have,been eat -ing: Have, the king: -k, which pie: -wh<br />
CP<br />
C’<br />
C TP<br />
DP(1)<br />
D<br />
the<br />
D’<br />
NumP t<br />
Num’<br />
Num NP<br />
N’<br />
N<br />
king<br />
T<br />
T’<br />
DP<br />
t(1)<br />
V<br />
eat<br />
v<br />
v<br />
vP<br />
v<br />
T<br />
-s<br />
BeenP<br />
Been’<br />
DP<br />
t(1)<br />
V<br />
eat<br />
vingP<br />
ving<br />
ving<br />
-ing<br />
ving’<br />
DP(0)<br />
ɛ,have,ɛ:: =Been Have ɛ,been,eat -ing: Been, the king: -k, which pie: -wh<br />
v’<br />
DP(0)<br />
D<br />
the<br />
D’<br />
VP<br />
NumP t<br />
Num’<br />
Num NP<br />
N’<br />
N<br />
pie<br />
V<br />
V’<br />
DP<br />
t(0)<br />
ɛ,been,ɛ:: =ving Been ɛ,eat -ing,ɛ: ving, the king: -k, which pie: -wh<br />
ɛ,eat -ing,ɛ: =D ving, which pie: -wh<br />
t(0)<br />
ɛ,-ing,ɛ:: =>V =D ving ɛ,eat,ɛ: V,whichpie:-wh<br />
([],[],the king eat -s the pie):C<br />
[]::=T C (the king,[],eat -s the pie):T<br />
([],[],eat -s the pie):+k T,([],the,king):-k<br />
VP<br />
V<br />
t<br />
V’<br />
ɛ,eat,ɛ: +k V, which pie: -k -wh<br />
DP<br />
t(0)<br />
ɛ,eat,ɛ:: =D +k V ɛ,which,pie: D -k -wh<br />
-s::v==> +k T ([],eat,the pie):v,([],the,king):-k<br />
([],eat,the pie):=D v<br />
[]::=>V =D v (the pie,eat,[]):V<br />
([],eat,[]):+k V,([],the,pie):-k<br />
eat::=D +k V ([],the,pie):D -k<br />
ɛ,which,ɛ:: =N D -k -wh ɛ,pie,ɛ:: N<br />
the::=Num D -k ([],[],pie):Num<br />
The behavior <strong>of</strong> this grammar is English-like <strong>on</strong> a range <strong>of</strong> c<strong>on</strong>structi<strong>on</strong>s:<br />
(8) will -s the king laugh<br />
(9) the king be -s laugh -ing<br />
(10) which king have -s eat -en the pie<br />
(11) the king will -s have been eat -ing the pie<br />
We also derive<br />
204<br />
[]::=N Num pie::N<br />
([],the,king):D -k<br />
the::=Num D -k ([],[],king):Num<br />
ɛ,the,king: D -k<br />
ɛ,the,ɛ:: =N D -k ɛ,king,ɛ:: N<br />
[]::=N Num king::N