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A Survey on the Metaheuristics Applied to QAP for the Graphics Processing Units

机译:图形处理单元应用于QAP的元启发式方法的调查

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摘要

The computational power requirements of real-world optimization problems begin to exceed the general performance of the Central Processing Unit (CPU). The modeling of such problems is in constant evolution and requires more computational power. Solving them is expensive in computation time and even metaheuristics, well known for their efficiency, begin to be unsuitable for the increasing amount of data. Recently, thanks to the advent of languages such as CUDA, the development of parallel metaheuristics on Graphic Processing Unit (GPU) platform to solve combinatorial problems such as the Quadratic Assignment Problem (QAP) has received a growing interest. It is one of the most studied NP-hard problems and it is known for its high computational cost. In this paper, we survey several of the most important metaheuristics approaches for the QAP and we focus our survey on parallel metaheuristics using the GPU.
机译:实际优化问题的计算能力要求开始超过中央处理器(CPU)的总体性能。此类问题的建模不断发展,需要更多的计算能力。解决它们在计算时间上是昂贵的,并且甚至以其效率而闻名的元启发法也开始不适用于不断增长的数据量。最近,由于诸如CUDA之类的语言的出现,在图形处理单元(GPU)平台上开发并行元启发法以解决诸如二次分配问题(QAP)之类的组合问题的兴趣日益浓厚。它是研究最多的NP难题之一,以计算成本高而著称。在本文中,我们调查了QAP的几种最重要的元启发式方法,并将我们的调查重点放在了使用GPU的并行元启发式方法上。

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