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Comparison of Nash Bargaining and Myopic Equilibrium for Resources Allocation in Cloud Computing

机译:云计算中纳什议价和近视平衡资源分配的比较

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Distributed (cloud, cluster, grid) computing systems are becoming popular due to the huge amount of data available nowadays and the complexity of the computations required to handle them. An efficient allocation of computational resource is key to guarantee service quality in terms of execution time and cost. However, the inherent distributed character of these scenarios prevents them from adopting centralized allocation strategies and suggests that approaches inspired or related to game theory can be used instead. However, most solutions available in the literature propose simple techniques based on static allocation scenarios subsequently finding their outcome as a plain Nash equilibrium, which seems to leave some room for improvement. In this paper, we address this issue by considering instead a Nash bargaining solution obtaining a Pareto optimal solution of the allocation problem. We compare the results of this approach with those of a "myopic" strategy that pursues a Nash equilibrium, and we determine that, while both allocation strategies fully utilize the entire system capacity, a Nash bargaining achieves significantly better performance in terms of time spent by the users in the system. This gives evidence for a high Price of Anarchy of the myopic allocation and points out the need for a better allocation policy that makes a more efficient use of the available resources.
机译:分布式(云,群集,网格)计算系统由于当今可用的大量数据以及处理它们所需的计算复杂性而变得越来越流行。在执行时间和成本方面,有效分配计算资源是保证服务质量的关键。但是,这些场景固有的分布式特性使他们无法采用集中式分配策略,并建议可以改用受启发或与博弈论相关的方法。然而,文献中可用的大多数解决方案都基于静态分配方案提出了简单的技术,随后发现它们的结果是纯纳什均衡,这似乎还有一些改进的余地。在本文中,我们通过考虑使用纳什讨价还价解决方案来获得分配问题的帕累托最优解,从而解决了这一问题。我们将这种方法的结果与追求Nash平衡的“近视”策略的结果进行了比较,并且我们确定,虽然两种分配策略都充分利用了整个系统的容量,但是Nash讨价还价可以显着提高由Nash花费的时间的性能。系统中的用户。这为近视分配的无政府状态价格很高提供了证据,并指出了需要更好的分配策略以更有效地利用可用资源的必要性。

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