Solving the Langford problem in parallel

骈文研究 Pub Date : 2004-07-05 DOI:10.1109/ISPDC.2004.46
Christophe Jaillet, M. Krajecki
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引用次数: 11

Abstract

In this paper, the parallel resolution of the Langford problem is studied. Two different approaches are developed. First, an explicit construction of all the solutions is done using a shared memory. The application associated to this approach is written in C using the standard OpenMP library. Second, a parallelization of the algebraic method introduced by Godfrey is proposed. The application is taking advantage of MPI and has revealed efficient up to 128 processors. This solution opens up some new perspectives such as solving the already resolved instances of the problem more quickly and solving the next two open instances of the problem in a near future.
同时解决兰福德问题
本文研究了Langford问题的并行解。我们开发了两种不同的方法。首先,所有解决方案的显式构造是使用共享内存完成的。与此方法相关的应用程序是使用标准OpenMP库用C编写的。其次,提出了Godfrey代数方法的并行化。该应用程序利用了MPI,并透露了高达128个处理器的效率。该解决方案开辟了一些新的视角,例如更快地解决已经解决的问题实例,并在不久的将来解决问题的下两个开放实例。
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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