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Some functions one may want to apply to the graphs work better when the graph can be treated like a tree (e.g. for branch pruning or reliable traversals), so some functions to "freeze" the graph or to reduce it to a tree could be useful. There may be several levels to this:
fix edge orientations (e.g. (a :ARG1 b) vs (b :ARG1-of a))
fix node relation ordering (e.g. (a :ARG1 b :ARG2 c) vs (a :ARG2 c :ARG1 b))
sever reentrancies (e.g. (a :ARG1 (b / abc) :ARG2 b) vs (a :ARG1 (b / abc) :ARG2 (b2 / abc)))
The text was updated successfully, but these errors were encountered:
Some functions one may want to apply to the graphs work better when the graph can be treated like a tree (e.g. for branch pruning or reliable traversals), so some functions to "freeze" the graph or to reduce it to a tree could be useful. There may be several levels to this:
(a :ARG1 b)
vs(b :ARG1-of a)
)(a :ARG1 b :ARG2 c)
vs(a :ARG2 c :ARG1 b)
)(a :ARG1 (b / abc) :ARG2 b)
vs(a :ARG1 (b / abc) :ARG2 (b2 / abc))
)The text was updated successfully, but these errors were encountered: