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them , we are developing a set of
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rules . Figure 2 exemplifies
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relations is essential to the
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graph matching
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operations we use for the integration
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E09-1097 |
modifiers to head words as a bipartite
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graph matching
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problem . This is similar to
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C96-1013 |
CCKG . If matching surpasses the
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graph matching
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threshold , perform integration
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C96-1013 |
this rea - son , we establish a
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graph matching
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threshold to decide whether we
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D14-1085 |
as a maximum-weight bipartite
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problem ( Figure 4 ) . Formally
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C96-1013 |
Again , if matching is over the
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thresh - old , perform integration
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E09-1097 |
heads as a weighted bipartite
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graph matching
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( or assignment ) problem , a
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C96-1013 |
hierarchy , relation hierarchy and
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graph matching
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operations , we now describe
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D13-1038 |
representation , REG can be formulated as a
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graph matching
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algorithm similar to that described
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H05-1049 |
Linguistics Robust Textual Inference via
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Graph Matching
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</title> Aria D Haghighi Andrew
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D10-1042 |
abstracting entity translation as a
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problem of two graphs Ge and
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C04-1021 |
of a valid interpretation to a
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problem ( Popescu et al. , 2003
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J12-1007 |
, and textual entailment using
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graph matching
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. Methods for word sense and
|
E09-1097 |
spanning tree as a weighted bipartite
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graph matching
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problem ( or the assignment problem
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C96-1013 |
our definitions , we can use the
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operations defined in ( Sowa
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D14-1085 |
sentence compression . The resulting
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graph matching
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problem is solved using the NetworkX
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E09-1097 |
selection as a weighted bipartite
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graph matching
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( or assignment ) problem . This
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C04-1021 |
reducing semantic interpretation to a
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graph matching
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problem that is solved by MaxFlow
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D13-1038 |
the corresponding hyperarc . 3.4
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Graph Matching
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for REG Now the hypergraph representing
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