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Efficient Resource Constrained Scheduling Using Parallel Two-Phase Branch-and-Bound Heuristics

机译:使用并行两阶段分支定界启发式算法的有效资源受限调度

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摘要

Branch-and-bound (B&B) approaches are widely investigated in resource constrained scheduling (RCS). However, due to the lack of approaches that can generate a tight schedule at the beginning of the search, B&B approaches usually start with a large initial search space, which makes the following search of an optimal schedule time-consuming. To address this problem, this paper proposes a parallel two-phase B&B approach that can drastically reduce the overall RCS time. This paper makes three major contributions: i) it proposes three partial-search heuristics that can quickly find a tight schedule to compact the initial search space; ii) it presents a two-phase search framework that supports the efficient parallel search of an optimal schedule; iii) it investigates various bound sharing and speculation techniques among collaborative tasks to further improve the parallel search performance at different search phases. The experimental results based on well-established benchmarks demonstrate the efficacy of our proposed approach.
机译:在资源受限调度(RCS)中广泛研究了分支定界(B&B)方法。但是,由于缺乏可以在搜索开始时生成紧凑计划表的方法,因此B&B方法通常从较大的初始搜索空间开始,这使得随后的最佳计划表搜索非常耗时。为了解决这个问题,本文提出了一种并行的两阶段B&B方法,可以大大减少总体RCS时间。本文做出了三点主要贡献:i)提出了三种局部搜索启发式方法,可以快速找到紧凑的时间表以压缩初始搜索空间; ii)提出了一个两阶段搜索框架,该框架支持对最佳计划进行有效的并行搜索; iii)研究协作任务之间的各种绑定共享和推测技术,以进一步提高不同搜索阶段的并行搜索性能。基于公认基准的实验结果证明了我们提出的方法的有效性。

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