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Similarity Search by Generating Pivots Based on Manhattan Distance

机译:通过基于曼哈顿距离生成枢轴的相似度搜索

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摘要

We address a problem of improving the search efficiency of range queries based on Manhattan distance. To this end, we propose a new pivot generation method (the PGM method) formulated as an iterative algorithm, where its convergence is guaranteed within a finite number of iterations. In our experiments using three databases of hand-written characters, newspaper articles and book reviews, we confirmed that our proposed method overcomes a representative conventional method (the BNC method) whose pivots are limited to objects in the datasets, in terms of improvements of objective function values, computation times of pivot selection or generation, the range query performance with arbitrary range setting, and qualitative comparison of visualization results. Moreover, we experimentally show that the PGM method works much better than the BNC method in the case of sparse high-dimensional objects, rather than the case of dense low-dimensional ones.
机译:我们解决了提高基于曼哈顿距离的范围查询的搜索效率的问题。为此,我们提出了一种新的枢轴生成方法(PGM方法),该方法被构造为迭代算法,其中在有限的迭代次数内保证了其收敛性。在使用手写字符,报纸文章和书评的三个数据库进行的实验中,我们证实了我们提出的方法克服了代表性的传统方法(BNC方法),该方法的枢轴仅限于数据集中的对象,从而改善了目标函数值,枢轴选择或生成的计算时间,具有任意范围设置的范围查询性能以及可视化结果的定性比较。此外,我们通过实验证明,在稀疏高维对象的情况下,PGM方法比BNC方法要好得多,而在密集低维对象的情况下,PGM方法要好于BNC方法。

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