TY - JOUR
T1 - FP-GraphMiner - A Fast Frequent Pattern Mining Algorithm for Network Graphs
AU - Vijayalakshmi, R
AU - Nadarajan, R
AU - Roddick, John
AU - Thilaga, M
AU - Nirmala, P
PY - 2011
Y1 - 2011
N2 - In recent years, graph representations have been used extensively for modelling complicated structural information, such as circuits, images, molecular structures, biological networks, weblogs, XML documents and so on. As a result, frequent subgraph mining has become an important subfield of graph mining. This paper presents a novel Frequent Pattern Graph Mining algorithm, FP-GraphMiner, that compactly represents a set of network graphs as a Frequent Pattern Graph (or FP-Graph). This graph can be used to efficiently mine frequent subgraphs including maximal fre- quent subgraphs and maximum common subgraphs. The algorithm is space and time efficient requiring just one scan of the graph database for the construction of the FP-Graph, and the search space is significantly reduced by clustering the subgraphs based on their frequency of occur- rence. A series of experiments performed on sparse, dense and complete graph data sets and a comparison with MARGIN, gSpan and FSMA us- ing real time network data sets confirm the efficiency of the proposed FP-GraphMiner algorithm.
AB - In recent years, graph representations have been used extensively for modelling complicated structural information, such as circuits, images, molecular structures, biological networks, weblogs, XML documents and so on. As a result, frequent subgraph mining has become an important subfield of graph mining. This paper presents a novel Frequent Pattern Graph Mining algorithm, FP-GraphMiner, that compactly represents a set of network graphs as a Frequent Pattern Graph (or FP-Graph). This graph can be used to efficiently mine frequent subgraphs including maximal fre- quent subgraphs and maximum common subgraphs. The algorithm is space and time efficient requiring just one scan of the graph database for the construction of the FP-Graph, and the search space is significantly reduced by clustering the subgraphs based on their frequency of occur- rence. A series of experiments performed on sparse, dense and complete graph data sets and a comparison with MARGIN, gSpan and FSMA us- ing real time network data sets confirm the efficiency of the proposed FP-GraphMiner algorithm.
KW - Frequent pattern mining
KW - Frequent subgraph
KW - Graph database
KW - Graph mining
KW - Maximal frequent subgraph
KW - Maximum common subgraph
UR - http://jgaa.info/accepted/2011/Vijayalakshmi+2011.15.6.pdf
UR - http://www.scopus.com/inward/record.url?scp=84866655529&partnerID=8YFLogxK
U2 - 10.7155/jgaa.00247
DO - 10.7155/jgaa.00247
M3 - Article
SN - 1526-1719
VL - 15
SP - 753
EP - 776
JO - Journal of Graph Algorithms and Applications
JF - Journal of Graph Algorithms and Applications
IS - 6
ER -