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Continually Answering Constraint k-NN Queries in Unstructured P2P Systems

机译:非结构化P2P系统中的连续回答约束k-NN查询

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摘要

We consider the problem of efficiently computing distributed geographical k-NN queries in an unstructured peer-to-peer (P2P) system, in which each peer is managed by an individual organization and can only communicate with its logical neighboring peers. Such queries are based on local filter query statistics, and require as less communication cost as possible, which makes it more difficult than the existing distributed k-NN queries. Especially, we hope to reduce candidate peers and degrade communication cost. In this paper, we propose an efficient pruning technique to minimize the number of candidate peers to be processed to answer the k-NN queries. Our approach is especially suitable for continuous k-AW queries when updating peers, including changing ranges of peers, dynamically leaving or joining peers, and updating data in a peer. In addition, simulation results show that the proposed approach outperforms the existing Minimum Bounding Rectangle (MBR)-based query approaches, especially for continuous queries.
机译:我们考虑在非结构化对等(P2P)系统中有效计算分布式地理k-NN查询的问题,在该系统中,每个对等点都由单个组织管理,并且只能与其逻辑上相邻的对等点进行通信。这样的查询基于本地过滤器查询统计信息,并且需要尽可能少的通信成本,这使其比现有的分布式k-NN查询更加困难。特别是,我们希望减少候选对等点并降低通信成本。在本文中,我们提出了一种有效的修剪技术,以最小化要处理以回答k-NN查询的候选对等体的数量。我们的方法特别适用于在更新对等方时进行连续的k-AW查询,包括更改对等方的范围,动态离开或加入对等方以及更新对等方中的数据。此外,仿真结果表明,所提出的方法优于基于最小边界矩形(MBR)的现有查询方法,尤其是对于连续查询。

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