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Dichotomy between clustering performance and minimum distortion in piecewise-dependent-data (PDD) clustering

机译:分段相关数据(PDD)聚类中聚类性能与最小失真之间的二分法

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摘要

In many time-series such as speech, biosignals, protein chains, etc. there is a dependency between consecutive vectors. As the dependency is limited in duration, such data can be referred to as piecewise-dependent data (PDD). In clustering, it is frequently needed to minimize a given distance function. In this letter, we will show that in PDD clustering there is a contradiction between the desire for high resolution (short segments and low distance) and high accuracy (long segments and high distance), i.e., meaningful clustering.
机译:在许多时间序列中,例如语音,生物信号,蛋白质链等,连续的载体之间存在依赖性。由于依赖项的持续时间受到限制,因此此类数据可以称为分段依赖数据(PDD)。在聚类中,经常需要最小化给定的距离函数。在这封信中,我们将显示在PDD聚类中,对高分辨率(短片段和短距离)和高精度(长片段和长距离)的需求(即有意义的聚类)之间存在矛盾。

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