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Facilitating analysis of Monte Carlo dense matrix inversion algorithm scaling behaviour through simulation

机译:通过仿真促进对蒙特卡罗稠密矩阵反演算法缩放行为的分析

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With the latest developments in the area of advanced computer architectures, we are already seeing large-scale machines at petascale level and are faced with the exascale computing challenge. All these require scalability at system, algorithmic and mathematical model levels. In particular, efficient scalable algorithms are required to bridge the performance gap. Being able to predict application demeanour, performance and scalability of currently used software on new supercomputers of different architectures, varying sizes, and utilising distinct ways of intercommunication, can be of great benefit for researchers as well as application developers. This paper is concerned with scaling characteristics of Monte Carlo based algorithms for matrix inversion. The algorithmic behaviour on both, a shared memory and a large-scale cluster system will be predicted with the help of an extreme-scale high-performance computing (HPC) simulator.
机译:随着高级计算机体系结构领域的最新发展,我们已经看到了千兆级的大型机器,并面临着亿亿次计算的挑战。所有这些都需要在系统,算法和数学模型级别上具有可伸缩性。特别是,需要有效的可伸缩算法来弥合性能差距。能够预测不同体系结构,不同大小的新超级计算机上当前使用的软件的性能,性能和可伸缩性,并利用不同的互通方式,对于研究人员和应用程序开发人员都将大有裨益。本文涉及基于蒙特卡洛的矩阵求逆算法的缩放特性。借助超大规模高性能计算(HPC)仿真器,可以预测共享内存和大型集群系统上的算法行为。

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