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Connecting Traditional Sciences with the OLAP and Data Mining Paradigms

机译:将传统科学与OLAP和数据挖掘范例联系起来

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摘要

The paradigms of OLAP, multidimensional modeling and data mining have first emerged in the areas of market analysis and finance to address various needs of people working in these areas. Does this mean that they are useful and applicable in these areas only? Or, can they also be applicable in the other more traditional areas of science and engineering? What characterize the systems for which these paradigms are suitable? What are the goals of these paradigms? How do they relate to the traditional body of knowledge that has been developed throughout the centuries in the areas of mathematics, statistics, systems science and engineering? Where, how and to what extent can we leverage the conventional wisdom that has been accumulated in the aforementioned disciplines to develop a foundational basis for the above paradigms? The goal of this paper is to address these questions at the foundational level. We argue that the paradigms of OLAP, multidimensional modeling and data mining can also be applied successfully to complex engineering systems, such as membrane-based water/wastewater treatment plants, for example. We develop mathematically-based axiomatic definition of the concepts of 'dimension', 'dimension level', 'dimension hierarchy' and 'measure' using set theory and equivalence relations.
机译:OLAP,多维建模和数据挖掘的范例首先出现在市场分析和金融领域,以满足在这些领域工作的人们的各种需求。这是否意味着它们仅在这些领域有用并适用?或者,它们还可以应用于其他更传统的科学和工程领域吗?这些范例适用于哪些系统?这些范式的目标是什么?它们如何与数世纪以来在数学,统计学,系统科学和工程领域中发展的传统知识体系相关?我们可以在哪里,如何以及在多大程度上利用上述学科中积累的传统智慧来为上述范式奠定基础?本文的目的是在基础级别上解决这些问题。我们认为OLAP,多维建模和数据挖掘的范例也可以成功地应用于复杂的工程系统,例如基于膜的水/废水处理厂。我们使用集合论和等价关系为“维度”,“维度级别”,“维度层次结构”和“度量”的概念开发基于数学的公理定义。

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