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Sequential Pattern Mining in Multi-Databases via Multiple Alignment
Authors:Hye-Chung Kum  Joong Hyuk Chang  Wei Wang
Affiliation:(1) Department of Computer Science, University of North Carolina at Chapel Hill, Chapel Hill, U.S.A.;(2) Department of Computer Science, Yonsei University, Seoul, 120-749, Korea
Abstract:To efficiently find global patterns from a multi-database, information in each local database must first be mined and summarized at the local level. Then only the summarized information is forwarded to the global mining process. However, conventional sequential pattern mining methods based on support cannot summarize the local information and is ineffective for global pattern mining from multiple data sources. In this paper, we present an alternative local mining approach for finding sequential patterns in the local databases of a multi-database. We propose the theme of approximate sequential pattern mining roughly defined as identifying patterns approximately shared by many sequences. Approximate sequential patterns can effectively summerize and represent the local databases by identifying the underlying trends in the data. We present a novel algorithm, ApproxMAP, to mine approximate sequential patterns, called consensus patterns, from large sequence databases in two steps. First, sequences are clustered by similarity. Then, consensus patterns are mined directly from each cluster through multiple alignment. We conduct an extensive and systematic performance study over synthetic and real data. The results demonstrate that ApproxMAP is effective and scalable in mining large sequences databases with long patterns. Hence, ApproxMAP can efficiently summarize a local database and reduce the cost for global mining. Furthremore, we present an elegant and uniform model to identify both high vote sequential patterns and exceptional sequential patterns from the collection of these consensus patterns from each local databases.
Keywords:data mining algorithm  sequential patterns  approximate sequential pattern  mining local pattern  global sequential pattern  multiple alignment
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