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High-Performance Graph Algorithms from Parallel Sparse Matrices

机译:并行稀疏矩阵的高性能图算法

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摘要

Large-scale computation on graphs and other discrete structures is becoming increasingly important in many applications, including computational biology, web search, and knowledge discovery. High-performance combinatorial computing is an infant field, in sharp contrast with numerical scientific computing. We argue that many of the tools of high-performance numerical computing - in particular, parallel algorithms and data structures for computation with sparse matrices - can form the nucleus of a robust infrastructure for parallel computing on graphs. We demonstrate this with an implementation of a graph analysis benchmark using the sparse matrix infrastructure in Star-P, our parallel dialect of the Matlab programming language.
机译:在许多应用中,包括计算生物学,Web搜索和知识发现,在图形和其他离散结构上进行大规模计算变得越来越重要。与数字科学计算形成鲜明对比的是,高性能组合计算是一个新生领域。我们认为,许多高性能数值计算工具-尤其是稀疏矩阵计算的并行算法和数据结构-可以构成图上并行计算的强大基础设施的核心。我们通过使用Matlab编程语言的并行方言Star-P中的稀疏矩阵基础结构,通过图形分析基准的实现来证明这一点。

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