Parallel bidirectional heuristic search on the EM-4 multiprocessor

A. Sohn, M. Sato, S. Sakai, Yuetsu Kodama, Y. Yamaguchi
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引用次数: 6

Abstract

Solving search problems takes a large amount of computational resources both in terms of execution time and memory usage. This report presents experimental results of Parallel Bidirectional Heuristic Search (PBiHS) on the 80-processor EM-4 multithreaded data-flow multiprocessor. The PBiHS searches from two directions in parallel while search in each direction is also performed in parallel. Important data structures are distributed to all processors to help reduce the execution time of realistic problem sizes down to a few seconds or less. We implement two search problems, the Eight Puzzle and the Tower of Hanoi, and execute on the target multiprocessor. Execution results demonstrate that the Parallel Bidirectional Heuristic Search can solve the tree depth 20-40 of the Eight-Puzzle and the 3-9 disks of the Tower of Hanoi in an optimal or near optimal number of iterations in less than two seconds, is highly scalable as it gives over 40-fold speedup on 80 processors, and yields on the average 10-fold improvement over unidirectional search for the 8-Puzzle while generating a far less number of nodes.<>
EM-4多处理器上的并行双向启发式搜索
解决搜索问题在执行时间和内存使用方面都需要大量的计算资源。本文介绍了并行双向启发式搜索(PBiHS)在80个处理器的EM-4多线程数据流多处理器上的实验结果。PBiHS从两个方向并行搜索,同时每个方向的搜索也并行执行。重要的数据结构分布到所有处理器,以帮助将实际问题的执行时间减少到几秒钟或更少。我们实现了八个谜题和河内塔两个搜索问题,并在目标多处理器上执行。执行结果表明,并行双向启发式搜索可以在不到2秒的时间内以最优或接近最优的迭代次数解决8-Puzzle的树深度20-40和河内塔的3-9磁盘,具有高度可扩展性,因为它在80个处理器上提供了超过40倍的加速,并且产生了比单向搜索8-Puzzle平均10倍的改进,同时产生的节点数量要少得多
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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