A Grey Wolf Optimization (GWO) based Cube Selection in OLAP Data Model

Anjana Yadav, Balveer Singh
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Abstract

The data cube assessments dependent on Online Analytical Processing (OLAP) trouble for numerous depositing splendors over broad information. In favor of appreciating question answering era pleasant with OLAP skeleton patrons and allowing complete industry organized notice compulsory, OLAP information is organized as a data cube model. The OLAP questions are answered in rapid and sturdy time by exploiting the cube embodiment for appraisals buyers. Until now this moreover insets insupportable charge, concerning to accumulation remembrance and time, yet as a data storage area had a typical length and extent which will be influential on stimulating procedure. Thus, cube classification has visited to be refined fascinating to moderate question managing charge, preserving as a control the materializing breach. Numerous strategies and heuristics like divergence and voracious approaches have been exploited to suggest a vague solution. Here, a Grey Wolf Optimization (GWO) strategy is exploited in a lattice structure for finding the best data cube to decrease the question processing charge. The outputs describe the superior efficiency of GWO against GA, PSO and ALO based on total dimensions and frequency.
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OLAP数据模型中基于灰狼优化(GWO)的立方体选择
依赖于在线分析处理(OLAP)的数据立方体评估在海量信息的存储中存在问题。为了让OLAP骨架用户能够愉快地欣赏问题回答,并允许完整的行业组织通知,OLAP信息被组织为一个数据多维数据集模型。通过利用评估购买者的立方体实施例,可以在快速和可靠的时间内回答OLAP问题。到目前为止,这不仅插入了不可支持的电荷,涉及到积累记忆和时间,但作为一个数据存储区域具有典型的长度和范围,这将影响刺激过程。因此,立方体分类访问了细化迷人适度问题的管理费用,作为一个控制的实际缺口。许多策略和启发式方法,如分歧和贪婪的方法,被用来提出一个模糊的解决方案。本文采用灰狼优化(GWO)策略,在格子结构中寻找最佳的数据立方体,以减少问题的处理费用。输出描述了基于总维数和频率的GWO相对于GA、PSO和ALO的优越效率。
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