A cost model and index architecture for the similarity join

Abstract

The similarity join is an important database primitive which has been successfully applied to speed up data mining algorithms. In the similarity join, two point sets of a multidimensional vector space are combined such that the result contains all point pairs where the distance does not exceed a parameter /spl epsiv/. Due to its high practical relevance, many similarity join algorithms have been devised. The authors propose an analytical cost model for the similarity join operation based on indexes. Our problem analysis reveals a serious optimization conflict between CPU time and I/O time: fine-grained index structures are beneficial for CPU efficiency, but deteriorate the I/O performance. As a consequence of this observation, we propose a new index architecture and join algorithm which allows a separate optimization of CPU time and I/O time. Our solution utilizes large pages which are optimized for I/O processing. The pages accommodate a search structure which minimizes the computational effort in the experimental evaluation, and a substantial improvement over competitive techniques is shown.