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Scalability of correlated electronic structure calculations on parallel computers : A case study of the RI-MP2 method

机译:并行计算机上相关电子结构计算的可伸缩性:以RI-MP2方法为例

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The RI-MP2 method arises from the application of the “resolution of the identity” (RI) integral approximation to the second-order many-body perturbation theory (MP2). It pro- vides a lower-cost alternative to the MP2 method, widely used in the computational chemistry community. This paper describes the implementation of the Rl-MP2 method using the Global Array parallel programming model and analyzes its scalability, both with problem size and number of processors. Large-scale calculations are dominated by a parallel matrix multipli- cation, and scale quite well from 16 to 128 processors on an IBM RS/6000 SP system. It is estimated that exact MP2 calculations on the largest system reported here inight take as much as 90 times longer than the RI-MP2 timings presented.
机译:RI-MP2方法源于将“身份解析”(RI)积分逼近应用于二阶多体摄动理论(MP2)。它提供了MP2方法的一种低成本替代方法,该方法广泛用于计算化学领域。本文介绍了使用全局数组并行编程模型实现R1-MP2方法的过程,并分析了其可扩展性,包括问题大小和处理器数量。大规模计算主要由并行矩阵乘法控制,并且在IBM RS / 6000 SP系统上可以从16个处理器很好地扩展到128个处理器。据估计,在这里所报告的最大系统上,精确的MP2计算比所呈现的RI-MP2时序要花费多达90倍的时间。

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