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A semi-empirical model for maximal LINPACK performance predictions

机译:最大LINPACK性能预测的半经验模型

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In general, the maximal LINPACK performance of a large cluster depends on the number of processors, the total memory capacities, the problem size, the block size, the middle-ware of message passing, and the BLAS (basic linear algebra subprograms) library. One must handle these multi-variables factors to predict the performance score. In the paper, we propose a semi-empirical weighting function to improve the performance prediction model for high performance Linpack (HPL) for large clusters. In order to better predict the maximal LINPACK performance, we first divide the performance model into two parts: computational power, and message passing overhead. In the latter part, we adopt Xu and Hwang's broadcast model and introduce a weighting function w to account for the other effects. The difference between scores based on our semi-empirical model and the measured scores are less than 5%. The clusters used in the study include Myrinet-based, Quadrics, Gigabits Ethernet, IA64 or IA32 architectures.
机译:通常,大型集群的最大线包性能取决于处理器的数量,总存储器容量,问题大小,块大小,消息传递的中间件,以及BLA(基本线性代数次级编程)库。一个必须处理这些多变量因子来预测性能分数。在本文中,我们提出了一种半实证加权功能,以改善大型簇的高性能LINPACK(HPL)的性能预测模型。为了更好地预测最大的LINPACK性能,我们首先将性能模型划分为两部分:计算能力和消息传递开销。在后一部分中,我们采用徐和香港的广播模型,并引入加权函数W来考虑其他效果。基于我们的半经验模型和测量分数之间的分数之间的差异小于5%。该研究中使用的群集包括MyRinet的基于Quadrics,千兆以太网,IA64或IA32架构。

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