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Approximate algorithms for static and continuous range queries in mobile navigation

机译:移动导航中静态和连续范围查询的近似算法

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For many years, spatial range search has been applied to computational geometry and multimedia problems to find interest objects within a given radius. Range search query has traditionally been used to return all objects within a given radius. However, having all objects is not necessary, especially when there are already enough objects closer to the query point. Furthermore, expanding the radius may give users better results, especially when there are a lot of objects just outside the search boundary. Therefore, in this paper, we focus on approximate range search, where the query results are approximate, rather than exact. We propose approximate static range search (ARS) which combines two approaches, namely (ⅰ) lowerbound approximate range search, and (ⅱ) upperbound approximate range search. Using ARS, we are able to deliver a better performance, together with low false hit and reasonable false miss. We also extend ARS in the context of a continuous query setting, in which the query moves. This is particularly important in spatial databases as a mobile user who invokes the query is moving. In terms of continuous range search, the intention is to find split points-the locations where the query results will be updated. Accordingly, we propose two methods for approximate continuous range search, namely (ⅰ) range search minimization, and (ⅱ) split points minimization.
机译:多年来,空间范围搜索已应用于计算几何和多媒体问题,以查找给定半径内的兴趣对象。传统上使用范围搜索查询来返回给定半径内的所有对象。但是,不必具有所有对象,尤其是当已经有足够的对象靠近查询点时。此外,扩大半径可能会给用户带来更好的结果,尤其是在搜索边界外有很多对象时。因此,在本文中,我们将重点放在近似范围搜索上,其中查询结果是近似的,而不是精确的。我们提出了近似静态范围搜索(ARS),该方法结合了两种方法,即(ⅰ)下限近似范围搜索和(ⅱ)上限近似范围搜索。使用ARS,我们能够提供更好的性能,并降低误击率和合理的误击率。我们还将在查询移动的连续查询设置的上下文中扩展ARS。这在空间数据库中尤其重要,因为调用查询的移动用户正在移动。就连续范围搜索而言,其目的是找到分割点,即查询结果将被更新的位置。因此,我们提出了两种用于近似连续范围搜索的方法,即(ⅰ)范围搜索最小化和(ⅱ)分割点最小化。

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