用于处理群算法的异构体系结构

TecnoLogicas Pub Date : 2014-01-15 DOI:10.22430/22565337.197
Maria A. Dávila-Guzmán, Wilfredo Alfonso-Morales, Eduardo Caicedo-Bravo
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引用次数: 5

摘要

从几年前开始,并行处理已经被嵌入到个人计算机中,通过将协同处理单元作为图形处理单元,从而形成一个异构平台。本文介绍了群算法在该平台上的实现,以解决优化问题中的几个功能,其中突出了其固有的并行处理和分布式控制特性。在群算法中,每个个体和维度问题通过处理系统的粒度并行化,并且通过嵌入式处理提供了个体之间的低通信延迟。为了评估群算法在图形处理单元上的潜力,我们实现了其中的两个:粒子群优化算法和细菌觅食优化算法。算法的性能是通过加速来衡量的,在典型的顺序处理平台和NVIDIA GeForce GTX480异构平台之间进行对比;结果表明,粒子群算法的求解效率可达36.82倍,细菌觅食群算法的求解效率可达9.26倍。最后,评估了增加种群规模的效果,其中我们表明,由于个体的初始分布可以收敛到局部最优解,因此尽管具有高加速性能,但解的离散度和质量都有所降低。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Arquitectura heterogénea para el procesamiento de los algoritmos de enjambres
Since few years ago, the parallel processing has been embedded in personal computers by including co-processing units as the graphics processing units resulting in a heterogeneous platform. This paper presents the implementation of swarm algorithms on this platform to solve several functions from optimization problems, where they highlight their inherent parallel processing and distributed control features. In the swarm algorithms, each individual and dimension problem are parallelized by the granularity of the processing system which also offer low communication latency between individuals through the embedded processing. To evaluate the potential of swarm algorithms on graphics processing units we have implemented two of them: the particle swarm optimization algorithm and the bacterial foraging optimization algorithm. The algorithms’ performance is measured using the acceleration where they are contrasted between a typical sequential processing platform and the NVIDIA GeForce GTX480 heterogeneous platform; the results show that the particle swarm algorithm obtained up to 36.82x and the bacterial foraging swarm algorithm obtained up to 9.26x. Finally, the effect to increase the size of the population is evaluated where we show both the dispersion and the quality of the solutions are decreased despite of high acceleration performance since the initial distribution of the individuals can converge to local optimal solution.
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28 weeks
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