Weighted MUSE for Frequent Sub-Graph Pattern Finding in Uncertain DBLP Data

Studies shows that finding frequent sub-graphs in uncertain graphs database is an NP complete problem. Finding the frequency at which these sub-graphs occur in uncertain graph database is also computationally expensive. This paper focus on investigation of mining frequent sub-graph patterns in DBLP...

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Hauptverfasser: Jamil, S., Khan, A., Halim, Z., Baig, A. R.
Format: Tagungsbericht
Sprache:eng
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Zusammenfassung:Studies shows that finding frequent sub-graphs in uncertain graphs database is an NP complete problem. Finding the frequency at which these sub-graphs occur in uncertain graph database is also computationally expensive. This paper focus on investigation of mining frequent sub-graph patterns in DBLP uncertain graph data using an approximation based method. The frequent sub-graph pattern mining problem is formalized by using the expected support measure. Here n approximate mining algorithm based Weighted MUSE, is proposed to discover possible frequent sub-graph patterns from uncertain graph data.
DOI:10.1109/ITAP.2011.6006415