TY - JOUR
T1 - An adaptive indexing technique using spatio-temporal query workloads
AU - Cho, Hyung Ju
AU - Min, Jun Ki
AU - Chung, Chin Wan
PY - 2004/3/15
Y1 - 2004/3/15
N2 - Many spatio-temporal access methods, such as the HR-tree, the 3DR-tree, and the MV3R-tree, have been proposed for timestamp and interval queries. However, these access methods have the following problems: the poor performance of the 3DR-tree for timestamp queries, the huge size and the poor performance of the HR-tree for interval queries, and the large size and the high update cost of the MV3R-tree. We address these problems by proposing an adaptive partitioning technique called the Adaptive Partitioned R-tree (APR-tree) using workloads with timestamp and interval queries. The APR-tree adaptively partitions the time domain using query workloads. Since the time domain of the APR-tree is automatically fitted to query workloads, the APR-tree outperforms the other access methods for various query workloads. The size of the APR-tree is on the average 1.3 times larger than that of the 3DR-tree which has the smallest size. The update cost of the APR-tree is on the average similar to that of the 3DR-tree which has the smallest update cost.
AB - Many spatio-temporal access methods, such as the HR-tree, the 3DR-tree, and the MV3R-tree, have been proposed for timestamp and interval queries. However, these access methods have the following problems: the poor performance of the 3DR-tree for timestamp queries, the huge size and the poor performance of the HR-tree for interval queries, and the large size and the high update cost of the MV3R-tree. We address these problems by proposing an adaptive partitioning technique called the Adaptive Partitioned R-tree (APR-tree) using workloads with timestamp and interval queries. The APR-tree adaptively partitions the time domain using query workloads. Since the time domain of the APR-tree is automatically fitted to query workloads, the APR-tree outperforms the other access methods for various query workloads. The size of the APR-tree is on the average 1.3 times larger than that of the 3DR-tree which has the smallest size. The update cost of the APR-tree is on the average similar to that of the 3DR-tree which has the smallest update cost.
KW - Indexing technique
KW - R-trees
KW - Spatio-temporal databases
KW - Timestamp and interval queries
UR - http://www.scopus.com/inward/record.url?scp=0742307217&partnerID=8YFLogxK
U2 - 10.1016/j.infsof.2003.07.001
DO - 10.1016/j.infsof.2003.07.001
M3 - Article
AN - SCOPUS:0742307217
SN - 0950-5849
VL - 46
SP - 229
EP - 241
JO - Information and Software Technology
JF - Information and Software Technology
IS - 4
ER -