Dynamic scheduling on parallel machines

A. Feldmann, J. Sgall, S. Teng
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引用次数: 105

Abstract

The problem of online job scheduling on various parallel architectures is studied. An O((log log n)/sup 1/2/)-competitive algorithm for online dynamic scheduling on an n*n mesh is given. It is proved that this algorithm is optimal up to a constant factor. The algorithm is not greedy, and the lower bound proof shows that no greedy-like algorithm can be very good. The upper bound result can be generalized to any fixed-dimensional meshes. Competitive scheduling algorithms for other architectures are given.<>
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并行机器的动态调度
研究了各种并行结构下的在线作业调度问题。给出了一个n*n网格在线动态调度的O((log log n)/sup 1/2/)竞争算法。证明了该算法在一个常数因子范围内是最优的。算法是不贪婪的,下界证明表明没有一个类似贪婪的算法可以很好。上界结果可推广到任何定维网格。给出了其他体系结构的竞争调度算法。
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