2010 IEEE/ACM 14th International Symposium on Distributed Simulation and Real Time Applications 2010
DOI: 10.1109/ds-rt.2010.17
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Supporting Multi-dimensional Range Query in HD Tree

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Cited by 4 publications
(11 citation statements)
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“…However, the hierarchical structure has the non-comparable advantage of maintaining data locality preserved from multi-dimensional space partitioning. There are two direct observations described in [13] concerning recursive decomposition: (1) data localities extend exponentially as the recursive decomposition of data space goes deeper; and (2) data localities expand exponentially as the dimensionality of data space goes higher. Therefore, the system constraint for multi-dimensional range query can be stated as follows: how to accommodate and maintain data locality preserved from recursive decomposition among data ranges with an exponentially extending and expanding rate.…”
Section: Why Tree Structure?mentioning
confidence: 98%
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“…However, the hierarchical structure has the non-comparable advantage of maintaining data locality preserved from multi-dimensional space partitioning. There are two direct observations described in [13] concerning recursive decomposition: (1) data localities extend exponentially as the recursive decomposition of data space goes deeper; and (2) data localities expand exponentially as the dimensionality of data space goes higher. Therefore, the system constraint for multi-dimensional range query can be stated as follows: how to accommodate and maintain data locality preserved from recursive decomposition among data ranges with an exponentially extending and expanding rate.…”
Section: Why Tree Structure?mentioning
confidence: 98%
“…In [13], a blind routing algorithm (BLINDDR) was described. This algorithm directs the routing request from the source to the destination at the same depth d via intermediate nodes at depth d and d−1 only; and, it shows that the worst case time complexity of distributed routing is 2d (O(lg(n))).…”
Section: Supporting Multi-dimensional Range Querymentioning
confidence: 99%
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“…This approach could guarantee a well-balanced load, because the data space partitioning and node assignment is processed dynamically. Gu Y, Boukerche A, Ye X, et al [17] proposed a HD tree method aiming at solving the data locality to support range query in P2P systems. They use the space filling curve to partition the data space and the HD tree to organize the nodes within the P2P system to reduce routing costs.…”
Section: Range Query Methods In P2p Systemmentioning
confidence: 99%