Multi-objective mapping optimization via problem decomposition for many-core systems

Shin-Haeng Kang, Hoeseok Yang, Lars Schor, Iuliana Bacivarov, S. Ha, L. Thiele
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引用次数: 38

Abstract

Due to the trend of many-core systems for dynamic multimedia applications, the problem size of mapping optimization gets bigger than ever making conventional meta-heuristics no longer effective. Thus, in this paper, we propose a problem decomposition approach for large scale optimization problems. We basically follow the divide-and-conquer concept, in which a large scale problem is divided into several sub-problems. To remove the inter-relationship between sub-problems, proper abstraction is applied. The divided sub-problems can be solved either in parallel or in a sequence. The mapping optimization problem on dynamic many-core systems is decomposed and solved separately considering the system state and architectural hierarchy. Experimental evaluations with several examples prove that the proposed technique outperforms the conventional meta-heuristics both in optimality and diversity of the optimized pareto curve.
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基于问题分解的多核系统多目标映射优化
由于动态多媒体应用的多核系统趋势,映射优化问题的规模越来越大,使得传统的元启发式方法不再有效。因此,在本文中,我们提出了一种大规模优化问题的问题分解方法。我们基本上遵循分而治之的概念,将一个大规模的问题分成几个子问题。为了消除子问题之间的相互关系,对子问题进行了适当的抽象。划分的子问题既可以并行求解,也可以按顺序求解。考虑系统状态和体系结构层次,对动态多核系统的映射优化问题进行了分解和分离求解。实验结果表明,该方法在优化后的帕累托曲线的最优性和多样性方面都优于传统的元启发式算法。
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