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Constructing the Integral OLAP-Model for Scientific Activities Based on FCA

机译:基于FCA的科学活动构建整体OLAP模型

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In this paper an original approach to analytical decision making support based on on-line analytical processing of multidimensional data is suggested. According to Dr. Codd's rules, the effectiveness of data analysis significantly depends on the data accessibility and transparency of an analytical model of domain. The method of constructing a conceptual OLAP-model as an integral analytical model of the domain is proposed. The method is illustrated by the example of the scientific activities domain. The integral analytical model includes all possible combinations of analyzed objects and gives them the opportunity to be manipulated ad-hoc. The suggested method consists in a formal concept analysis of measures and dimensions based on an expert knowledge about the structure of analyzing objects and their comparability. As a result, conceptual OLAP-model is represented as a concept lattice of multidimensional cubes. Concept lattice features allow the decision maker to discover the nonstandard analytical dependencies on the set of all actual measures and dimensions of the scientific activities domain. Conceptual OLAP-model implementation allows user makes better decisions based on on-line analytical processing of the scientific activity indicators.
机译:本文提出了一种基于在线分析处理的分析决策支持的原始方法,是基于在线分析的多维数据分析处理。根据Codd博士的规则,数据分析的有效性显着取决于域分析模型的数据访问性和透明度。提出了构造概念OLAP模型作为该域的积分分析模型的方法。该方法由科学活动领域的示例说明。积分分析模型包括分析对象的所有可能组合,并使其有机会被操纵ad-hoc。建议的方法基于关于分析物体结构的专业知识及其可比性的专业知识,提出了对措施和维度的正式概念分析。结果,概念OLAP模型表示为多维立方体的概念格。概念格子特征允许决策者发现关于科学活动领域的所有实际测量和尺寸集的非标准分析依赖关系。概念性OLAP模型实现允许用户根据科学活动指标的在线分析处理做出更好的决策。

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