Difference between revisions of "Complement domain"
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Latest revision as of 20:16, 5 May 2008
In generative syntax, a complement domain is a notion in checking theory. The complement domain is the subset of a domain reflexively dominated by a complement.
Example
In the example, YP is the complement domain of X (and H).
XP1
/\
/ \
UP XP2
/\
/ \
ZP1 X'
/\ /\
/ \ / \
WP ZP2 X1 YP
/\
/ \
H X2
