Research Article
Building Integrated Ontological Knowledge Structures with Efficient Approximation Algorithms
push into queue ; {Integrating virtual roots of the two ontologies} | while do | ; | for children of on do | ; | ; | ; | for children of on do | if is chosen then | continue; {The subtree rooted at can only be chosen once for integration, as illustrated in Figure 3.} | else | identify vertex in the subtree rooted at such that ; | if then | ; | ; | ; | end if | end if | end for | if then | break; | else | save merge pair in ; | mark as chosen; | push into queue ; | end if | end for | end while | return ; |
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