首页> 外文期刊>P-adic numbers, ultrametric analysis and applications >Fast, Linear Time, m-Adic Hierarchical Clustering for Search and Retrieval Using the Baire Metric, with Linkages to Generalized Ultrametrics, Hashing, Formal Concept Analysis, and Precision of Data Measurement
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Fast, Linear Time, m-Adic Hierarchical Clustering for Search and Retrieval Using the Baire Metric, with Linkages to Generalized Ultrametrics, Hashing, Formal Concept Analysis, and Precision of Data Measurement

机译:使用Baire指标进行搜索的快速,线性时间,m-Adic层次聚类,并与广义超测,散列,形式概念分析和数据测量精度相关联

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摘要

We describe many vantage points on the Baire metric and its use in clustering data, or its use in preprocessing and structuring data in order to support search and retrieval operations.In some cases, we proceed directly to clusters and do not directly determine the distances. We show how a hierarchical clustering can be read directly from one pass through the data. We offer insights also on practical implications of precision of datameasurement.As a mechanism for treating multidimensional data, including very high dimensional data, we use random projections.
机译:为了支持搜索和检索操作,我们描述了Baire度量的许多优势点及其在聚类数据中的用途,或在预处理和结构化数据中的用途,以支持搜索和检索操作。在某些情况下,我们直接进行聚类而不直接确定距离。我们展示了如何从一次遍历数据直接读取层次聚类。我们还提供了有关数据测量精度的实际含义的见解。作为处理多维数据(包括超高维数据)的机制,我们使用随机投影。

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