网格计算的不确定性容忍调度策略:基于知识的生物启发学习技术

S. García-Galán, R. Pérez de Prado, J. E. Muñoz Expósito
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引用次数: 1

摘要

如今,在高能物理、天文学或气候研究等不同的科学领域,越来越多地依赖于传统分布式系统无法面对的硬计算模拟实验研究。在此背景下,网格计算作为基于资源大规模协同的新一代计算平台应运而生。此外,网格计算的使用也已经扩展到一些技术、工程或经济领域,如金融服务和建筑工程,这些领域需要很高的计算机能力。然而,资源共享中的一个主要问题是高动态和不确定环境中的调度问题,在这种环境中,资源可能随着时间的推移根据本地策略或系统故障变为可用、不活动或保留。本文综述了应用模糊逻辑、神经网络和进化算法等技术处理系统信息不确定性的调度策略。此外,本工作的重点是研究基于模糊规则系统的调度策略,因为它们具有灵活性和适应网格系统变化的能力。这些基于知识的策略是建立在系统状态的模糊表征和以模糊规则形式应用调度知识来应对不精确环境的基础上的。获得好的规则也是一个具有挑战性的问题。因此,介绍了允许专家调度器改进和适应的主要学习方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Uncertainty-tolerant scheduling strategies for grid computing: knowledge-based techniques with bio-inspired learning
Abstract Nowadays, diverse areas in science as high energy physics, astronomy or climate research are increasingly relying on experimental studies addressed with hard computing simulations that cannot be faced with traditional distributed systems. In this context, grid computing has emerged as the new generation computing platform based on the large-scale cooperation of resources. Furthermore, the use of grid computing has also been extended to several technology, engineering or economy areas such as financial services and construction engineering that demand high computer capabilities. Nevertheless, a major issue in the sharing of resources is the scheduling problem in a high-dynamic and uncertain environment where resources may become available, inactive or reserved over time according to local policies or systems failures. In this paper, a review of scheduling strategies dealing with uncertainty in systems information by the application of techniques such as fuzzy logic, neural networks or evolutionary algorithms is presented. Furthermore, this work is centered on the study of scheduling strategies based on fuzzy rulebased systems given their flexibility and ability to adapt to changes in grid systems. These knowledge-based strategies are founded on a fuzzy characterization of the system state and the application of the scheduler knowledge in the form of fuzzy rules to cope with the imprecise environment. Obtaining good rules also arises as a challenging problem. Hence, the main learning methods that allow the improvement and adaptation of the expert schedulers are introduced.
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