模式发现:数据驱动的决策支持方法

A. Wong, Yang Wang
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引用次数: 83

摘要

决策支持越来越多地面向大规模复杂系统和领域。决策支持系统的成功主要依赖于其处理大量数据的能力,并有效地从数据中提取有用的知识,特别是决策者以前不知道的知识。在大规模系统中,由于专家的主观性或某些想法或算法程序的预先假设,传统的知识获取模型变得低效和/或更具偏见。今天,随着计算机技术的迅速发展,收集数据的能力已经大大提高。数据成为组织最有价值的资源。通过分析大量混合模式数据(连续值和分类值混合的数据),我们提出了一个智能决策支持的基本框架,以架起决策支持过程的主观性和客观性的桥梁。通过将数据中固有的工件(事件)的显著关联视为模式,我们将模式定义为特征空间中由联合事件或超单元表示的特征值之间的统计显著关联。然后,我们提出了一种自动发现统计上显著的超细胞(模式)的算法,该算法基于:1)残差分析,当超细胞的出现与预期不同时,检验偏差的显著性,以及2)优化公式以实现递归发现。通过从基于这种客观度量的数据集中发现模式,将揭示问题域的本质。然后可以将模式应用于解决解释或推断的特定问题。
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Pattern discovery: a data driven approach to decision support
Decision support nowadays is more and more targeted to large scale complicated systems and domains. The success of a decision support system relies mainly on its capability of processing large amounts of data and efficiently extracting useful knowledge from the data, especially knowledge which is previously unknown to the decision makers. With a large scale system, traditional knowledge acquisition models become inefficient and/or more biased, due to the subjectivity of the experts or the pre-assumptions of certain ideas or algorithmic procedures. Today, with the rapid development of computer technologies, the capability of collecting data has been greatly advanced. Data becomes the most valuable resource for an organization. We present a fundamental framework toward intelligent decision support by analyzing a large amount of mixed-mode data (data with a mixture of continuous and categorical values) in order to bridge the subjectivity and objectivity of a decision support process. By considering significant associations of artifacts (events) inherent in the data as patterns, we define patterns as statistically significant associations among feature values represented by joint events or hypercells in the feature space. We then present an algorithm which automatically discovers statistically significant hypercells (patterns) based on: 1) a residual analysis, which tests the significance of the deviation when the occurrence of a hypercell differs from its expectation, and 2) an optimization formulation to enable recursive discovery. By discovering patterns from data sets based on such an objective measure, the nature of the problem domain will be revealed. The patterns can then be applied to solve specific problems as being interpreted or inferred with.
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