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Similarity). Rank the pathways in descending order of similarity based on the similarity measure chosen by the user.  Time Complexity Analysis for the Steps Described Above:  Step 1.1: For the i’th edge in the query graph, let n; be the number of pathways that have the edge. Using the index associated with this edge, all pathways having this edge can be obtained. Thus, all edges in common between the database pathways and the query can be obtained in time O( (sum over all edges in the query) n;) = O(n), where n is the number of such common edges.

Figure 55 Similarity). Rank the pathways in descending order of similarity based on the similarity measure chosen by the user. Time Complexity Analysis for the Steps Described Above: Step 1.1: For the i’th edge in the query graph, let n; be the number of pathways that have the edge. Using the index associated with this edge, all pathways having this edge can be obtained. Thus, all edges in common between the database pathways and the query can be obtained in time O( (sum over all edges in the query) n;) = O(n), where n is the number of such common edges.