HMGraph OLAP: a novel framework for multi-dimensional heterogeneous network analysis

Mu Yin, Bin Wu, Zengfeng Zeng
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引用次数: 35

Abstract

As information continues to grow at an explosive rate, more and more heterogeneous network data sources are coming into being. While OLAP (On-Line Analytical Processing) techniques have been proven effective for analyzing and mining structured data, unfortunately, to our best knowledge, there are no OLAP tools available that are able to analyze multi-dimensional heterogeneous networks from different perspectives and with multiple granularities. Therefore, we have developed a novel HMGraph OLAP (Heterogeneous and Multi-dimensional Graph OLAP) framework for the purpose of providing more dimensions and operations to mine multi-dimensional heterogeneous information network. After information dimensions and topological dimensions, we have been the first to propose entity dimensions, which represent an important dimension for heterogeneous network analysis. On the basis of this notion, we designed HMGraph OLAP operations named (Rotate and Stretch for entity dimensions, which are able to mine relationships between different entities. We then proposed the HMGraph Cube, which is an efficient data warehousing model for HMGraph OLAP. In addition, through comparison with common strategies, we have shown that the optimizations we have proposed deliver better performance. Finally, we have implemented a HMGraph OLAP prototype, LiterMiner, which has proven effective for the analysis of multi-dimensional heterogeneous networks.
HMGraph OLAP:一个多维异构网络分析的新框架
随着信息持续以爆发式的速度增长,越来越多的异构网络数据源应运而生。虽然OLAP(在线分析处理)技术已被证明对分析和挖掘结构化数据是有效的,但不幸的是,据我们所知,目前还没有OLAP工具能够从不同的角度和多粒度分析多维异构网络。因此,我们开发了一种新的HMGraph OLAP (Heterogeneous and Multi-dimensional Graph OLAP)框架,旨在为多维异构信息网络的挖掘提供更多的维度和操作。继信息维度和拓扑维度之后,我们首次提出了实体维度,实体维度是异构网络分析的一个重要维度。在这个概念的基础上,我们为实体维度设计了名为(Rotate)和(Stretch)的HMGraph OLAP操作,它们能够挖掘不同实体之间的关系。然后,我们提出了HMGraph Cube,这是一种高效的HMGraph OLAP数据仓库模型。此外,通过与常见策略的比较,我们已经表明,我们提出的优化提供了更好的性能。最后,我们实现了一个HMGraph OLAP原型,litminer,它已被证明对多维异构网络的分析是有效的。
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