大规模图划分的关键路径感知技术

IF 3 3区 计算机科学 Q2 COMPUTER SCIENCE, HARDWARE & ARCHITECTURE
Baixuan Wu;Zheng Xiao;Peiying Lin;Zhuo Tang;Kenli Li
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引用次数: 0

摘要

图分区是许多基于图的应用程序和系统中的基本问题之一。它可以将图划分为更小的子图,用于后续的并行处理,从而减少图的处理延迟。图的关键路径是从输入到输出具有最长延迟的逻辑路径。图形的处理时间主要取决于关键路径所产生的延迟,与其他具有小延迟的路径无关。因此,它可以通过保护图的关键路径不受分区的影响来减少图的处理时间。然而,现有的图分区方法只关注最小切割和分区平衡等指标。因此,图的关键路径可能在划分过程中被破坏。为了解决这个问题,我们提出了一种关键路径感知方法,即路径metis,以保护关键路径并减轻图分区后的处理延迟。在路径metis中,引入了两种有效的策略,包括Slack和关键路径修复策略。Slack策略将关键路径信息合并到DAG的权重中,用作传统多级划分方法(如Metis)之前的预处理。然后,对于生成的分区方案,提出了关键路径修复策略,以进一步保护关键路径不被切割。我们在真实数据集和合成数据集上展示了我们的方法的有效性。从实验结果来看,与Metis相比,我们的方法将关键路径性能提高了17.70%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Critical Path Awareness Techniques for Large-Scale Graph Partitioning
Graph partitioning is one of the fundamental problems in many graph-based applications and systems. It enables the division of a graph into smaller sub-graphs for subsequent parallel processing, reducing the processing latency of the graph. The critical path of a graph is the logical path with the longest delay from input to output. The processing time of the graph mainly depends on the delay incurred by the critical path, independent of other paths with small delays. Therefore, it can reduce the processing time of the graph by protecting the critical path of the graph from partition. However, existing approaches to graph partitioning only focus on metrics such as minimum cut and partition balance. As a result, the critical paths of graphs may be destroyed in the partitioning procedure. To address this problem, we present a critical path awareness approach, namely path-metis, to protect the critical paths and alleviate the processing latency after graph partitioning. In path-metis, two efficient strategies, including Slack and critical path fix strategies, are introduced. The Slack strategy, which incorporates critical path information into the weights of DAG, is used as pre-processing before traditional multi-level partitioning methods, like Metis. Then, for the generated partitioning scheme, the critical path fix strategy is proposed to further protect critical paths from being cut. We demonstrate the effectiveness of our approach on both real and synthetic datasets. From the experimental results, compared to Metis, our method improves critical path performance by 17.70%.
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来源期刊
IEEE Transactions on Sustainable Computing
IEEE Transactions on Sustainable Computing Mathematics-Control and Optimization
CiteScore
7.70
自引率
2.60%
发文量
54
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