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A self-organized grouping (SOG) framework for efficient Grid resource discovery

机译:用于高效网格资源发现的自组织分组(SOG)框架

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Dynamic and heterogeneous characteristics of large-scale Grids make the fundamental problem of resource discovery a great challenge. This paper presents a self-organized grouping (SOG) framework that achieves efficient Grid resource discovery by forming and maintaining autonomous resource groups. Each group dynamically aggregates a set of resources together with respect to similarity metrics of resource characteristics. The SOG framework takes advantage of the strengths of both centralized and decentralized approaches that were previously developed for Grid/P2P resource discovery. The design of SOG minimizes the overhead incurred by the process of group formation and maximizes the performance of resource discovery. The way SOG approach handles resource discovery queries is metaphorically similar to searching for a word in an English dictionary, by identifying its alphabetical group at the first place, and then performing a lexical search within the group. Because multi-attribute range queries represent an important aspect of resource discovery, we devise a generalized approach using a space-filling curve in conjunction with the SOG framework. We exploit the Hilbert space-filling curve's locality preserving and dimension reducing mapping. This mapping provides a 1-dimensional grouping attribute to be used by the SOG framework. Experiments show that the SOG framework achieves superior look-up performance that is more scalable, stable and efficient than other existing approaches. Furthermore, our experimental results indicate that the SOG framework has little dependence on factors such as resource density, query type, and Grid size.
机译:大规模网格的动态和异构特征使资源发现的基本问题成为一个巨大的挑战。本文介绍了一个自组织的分组(SOG)框架,通过形成和维护自主资源组来实现有效的网格资源发现。每个组如何将一组资源与资源特征的相似度量进行动态聚合。 SOG框架利用以前为GRID / P2P资源发现开发的集中和分散方法的优势。 SOG的设计最大限度地减少了组形成过程所产生的开销,并最大限度地提高资源发现的性能。 SOG方法处理资源发现查询的方式是类似于在首先识别其字母的组中的英语词典中搜索字典的单词,然后在组内执行词法搜索。因为多属性范围查询代表资源发现的一个重要方面,所以我们使用与SOG框架结合使用空间填充曲线设计的广义方法。我们利用希尔伯特空间填充曲线的位置保存和维度减少映射。此映射提供了由SOG框架使用的1维分组属性。实验表明,SOG框架达到了卓越的查找性能,比其他现有方法更具可扩展性,稳定和高效。此外,我们的实验结果表明SOG框架对资源密度,查询类型和网格尺寸等因素几乎没有依赖。

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