2007Unpublished venueRequires access

Sorting AR*-tree: Further Improving the Performance of Partially-dimensional Range Queries

Yaokai Feng, Kunihiko Kaneko, Akifumi Makinouchi

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Abstract

It is well known that multidimensional indices are helpful to improve the performance of range queries in multi-dimensional spaces. An n-dimensional index is often used for evaluating n-dimensional queries. However in many applications using range queries, the query dimensions of each range query are likely of only part (rather than all) of the index dimensions]. Such range queries are referred to as partially-dimensional (PD) range queries in our previous study (Feng and Makinouchi, 2006). That is, although the index is built in an n-dimensional space, the actual range queries may only use d dimensions of the n dimensional index space (d < n). If the existing multidimensional indices are employed to evaluate PD range queries, then a great deal of information that is irrelevant to the queries also has to be read from disk. In order to solve this problem, we proposed a modification of R*-tree, called Adaptive R*-tree (AR*-tree). This paper is about how to further improve the search performance of the AR*-tree for PD range queries by sorting the entries in AR*-tree nodes.

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What this paper is about

It is well known that multidimensional indices are helpful to improve the performance of range queries in multi-dimensional spaces. An n-dimensional index is often used for evaluating n-dimensional queries. However in many applications using range queries, the query dimensions of each range query are likely of only part (rather than all) of the index dimensions]. Such range queries are referred to as partially-dimensional (PD) range queries in our previous study (Feng and Makinouchi, 2006). That is, although the index is built in an n-dimensional space, the actual range queries may only use d dimensions of the n dimensional index space (d < n). If the existing multidimensional indices are employed to evaluate PD range queries, then a great deal of information that is irrelevant to the queries also has to be read from disk. In order to solve this problem, we proposed a modification of R*-tree, called Adaptive R*-tree (AR*-tree). This paper is about how to further improve the search performance of the AR*-tree for PD range queries by sorting the entries in AR*-tree nodes.

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Available abstract

It is well known that multidimensional indices are helpful to improve the performance of range queries in multi-dimensional spaces. An n-dimensional index is often used for evaluating n-dimensional queries. However in many applications using range queries, the query dimensions of each range query are likely of only part (rather than all) of the index dimensions]. Such range queries are referred to as partially-dimensional (PD) range queries in our previous study (Feng and Makinouchi, 2006). That is, although the index is built in an n-dimensional space, the actual range queries may only use d dimensions of the n dimensional index space (d < n). If the existing multidimensional indices are employed to evaluate PD range queries, then a great deal of information that is irrelevant to the queries also has to be read from disk. In order to solve this problem, we proposed a modification of R*-tree, called Adaptive R*-tree (AR*-tree). This paper is about how to further improve the search performance of the AR*-tree for PD range queries by sorting the entries in AR*-tree nodes.

Key concepts: Range query (database), Sorting, Range (aeronautics), Computer science, Tree (set theory), Index (typography), R-tree, Range tree

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