面向实时系统软件设计探索的高效并行多目标优化

Rahma Bouaziz, L. Lemarchand, Frank Singhoff, Bechir Zalila, M. Jmaiel
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引用次数: 11

摘要

实时嵌入式系统可能由大量的时间约束函数组成。在软件架构设计期间,必须将这些功能分配给将在实时操作系统(RTOS)之上运行这些功能的任务。这是一项具有挑战性的工作,因为任务分配解决方案中有大量有效的候选函数。此外,在架构探索中应该考虑分配对系统性能标准的影响(通常是冲突的)。利用多目标进化算法等元启发式方法实现设计探索的自动化是帮助设计者的一种合适方法。与精确的搜索方法相比,moea在合理的时间内近似于接近最优的替代方案。然而,对于大型系统,即使是MOEA方法也是不切实际的,因为解决问题实例所需的时间增加了。为了解决这个问题,我们在本文中提出了Pareto存档进化策略(PAES)算法的并行实现,该算法用作设计探索的MOEA。提出的并行化方法基于众所周知的主从范式。此外,在PAES算法中引入了一种新的选择方案。实验结果表明,一方面,并行方法可以大大加快设计探索和优化过程。另一方面,与原PAES选择模式相比,所提出的选择策略提高了获得的解的质量。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Efficient parallel multi-objective optimization for real-time systems software design exploration
Real-time embedded systems may be composed of a large number of time constrained functions. During software architecture design, these functions must be assigned to tasks that will run the functions on the top of a real-time operating systems (RTOS). This is a challenging work due to the large number of valid candidate functions to tasks assignment solutions. Moreover, the impact of the assignment on the system performance criteria (often conflicting) should be taken into account in the architecture exploration. The automation of the design exploration by the use of metaheuristics such as multi-objective evolutionary algorithm (MOEA) is a suitable way to help the designers. MOEAs approximate near-optimal alternatives at a reasonable time when compared to an exact search method. However, for large-scale systems even a MOEA method is impractical due to the increased time required to solve a problem instance. To tackle this problem, we present in this article a parallel implementation of the Pareto Archived Evolution Strategy (PAES) algorithm used as a MOEA for the design exploration. The proposed parallelization method is based on the well-known Master-Slave paradigm. Additionally, it involves a new selection scheme in the PAES algorithm. Results of experimentations provide evidence that, on one hand, the parallel approach can considerably speed up the design exploration and the optimization processes. On the other hand, the proposed selection strategy improves the quality of obtained solutions as compared to the original PAES selection schema.
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