共轭梯度法
计算机科学
并行计算
水准点(测量)
可扩展性
多线程
绩效改进
多重网格法
计算科学
公制(单位)
多核处理器
双共轭梯度法
共轭残差法
计算机工程
算法
梯度下降
偏微分方程
数学
线程(计算)
人工智能
数学分析
运营管理
大地测量学
数据库
人工神经网络
经济
操作系统
地理
作者
Kiyoshi Kumahata,Kazuo Minami,Naoya Maruyama
标识
DOI:10.1177/1094342015607950
摘要
The high-performance conjugate gradient (HPCG) is new benchmark software for supercomputers that provides a more realistic performance metric than existing benchmarks, such as the LINPACK benchmark. The HPCG measures the speed of solving symmetric sparse linear system equations using the conjugate gradient method preconditioned by a multigrid symmetric Gauss–Seidel smoother. The combination of a sparse linear system and a preconditioned conjugate gradient method is widely used in many scientific and engineering computer applications. This study introduces a tuning method for the K computer. According to weak-scaling measurements on the K computer, it has good parallel scalability. Therefore, our tuning strategy focuses on single CPU performance rather than parallel performance. Single CPU performance strongly depends on memory throughput and multicore utilization. Therefore, we attempt to improve memory/cache access performance and multithreading efficiency. As a result, a HPCG score obtained with the K computer achieved second place at SC’14.
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