Relative Patterns Discovery toward Big Data Analytics

Hao-Ting Pai, Fan Wu, P. Hsueh, Grace Lin, Ya-Hui Chan
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引用次数: 1

Abstract

Recently, enterprises and governments invested aggressively in big data analytics because it is truly representative of popular opinion based on millions of people. Despite bringing new opportunities, big data encounters the challenges such as extremely large number of observations (e.g., Millions of transactions), high dimensionality (e.g., Thousands of items), and immediate response. Taking big data into consideration, the conventional association analysis is frustrated by the extraction of patterns information. Specifically, the computational complexity of frequent item sets mining increases exponentially by the number of items, which has been proven to be an NP-Complete problem. Although many studies used a pruning-patterns strategy to reduce the complexity, it probably distorts the shape of data and incurs inaccurate result. In this paper, we introduce relative patterns discovery (named RPD) that explores the same patterns between each two observations. To show that RPD is a pragmatic solution toward big data analytics, we design a scalable outlier detection method (named SOD) based on the concept of RPD. Particularly, SOD can score the anomaly without enumerate all the relative patterns. The empirical investigations, conducted with various real-world datasets, demonstrate that SOD performs well even in the environment of large number of observations and high dimensionality.
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面向大数据分析的相对模式发现
最近,企业和政府大举投资于大数据分析,因为它真正代表了基于数百万人的民意。大数据在带来新机遇的同时,也面临着观测量大(如数百万笔交易)、维度高(如数千件物品)、反应迅速等挑战。在大数据环境下,传统的关联分析方法在模式信息的提取上存在不足。具体而言,频繁项集挖掘的计算复杂度随项目数量呈指数增长,已被证明是一个np完全问题。尽管许多研究使用了修剪模式策略来降低复杂性,但它可能会扭曲数据的形状并导致不准确的结果。在本文中,我们引入了相对模式发现(称为RPD),它在每两个观测之间探索相同的模式。为了证明RPD是一种实用的大数据分析解决方案,我们基于RPD的概念设计了一种可扩展的离群值检测方法(SOD)。特别地,SOD可以在不列举所有相关模式的情况下对异常进行评分。利用各种真实数据集进行的实证研究表明,即使在大量观测和高维度的环境中,SOD也表现良好。
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