Mona Naghdehforoushha, M. Dehghan, Mohammad Hossein Rezvani, M. Sadeghi
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引用次数: 1
摘要
现货市场是最常见的云市场之一,云提供商(如Amazon EC2)以现货虚拟机(svm)的形式以较低的价格租用其剩余的计算资源。在这个通常通过拍卖机制管理的市场中,用户寻求租用svm的最佳竞标策略,以最小化成本和风险。支持向量机价格的不确定性及其低可用性/可靠性是用户方竞标的一个具有挑战性的问题。本文基于信息差距决策理论(Information Gap Decision Theory, IGDT),考虑支持向量机价格的不确定性,提出了一种鲁棒的任务执行成本最小化模型。它评估用户投标策略的风险规避和寻求风险的性质,并衡量风险/豁免的成本。这种方法的主要优点是,它在不需要对支持向量机的价格分布进行任何假设的情况下制定用户决策。利用该决策支持系统,用户可以根据所选择的风险水平,依靠预测的置信区间对未来时段进行最优出价。结果与蒙特卡罗模拟和基于场景的方法进行了比较,以评估所提出的基于igdt的模型的有效性。基于历史Amazon EC2价格的评估结果证实了所提方法在处理支持向量机价格的不确定性方面的有效性,这些不确定性包括鲁棒性成本、机会成本、不确定性预算和执行时间等重要标准。
A robust model for spot virtual machine bidding in the cloud market using information gap decision theory (IGDT)
: The spot market is one of the most common cloud markets where cloud providers, such as Amazon EC2, rent their surplus computing resources at lower prices in the form of spot virtual machines (SVMs). In this market, which is often managed through an auction mechanism, users seek optimal bidding strategies for renting SVMs to minimize cost and risk. Uncertainty in the price of SVMs and their low availability/reliability is a challenging issue to bid on the user side. In this paper, we present a robust model for minimizing the cost of executing tasks by considering the uncertainty of the price of SVMs based on the Information Gap Decision Theory (IGDT). It evaluates the risk-aversion and the risk-seeker nature of the user’s bidding strategy and measures the cost of risk/immunity. The main advantage of this method is that it formulates user decisions without the need for any presumption about the price distribution of SVMs. With this decision-support system, users can rely on the predicted confidence intervals to make the optimal bid for future time slots according to the selected risk level. The results are compared with Monte Carlo simulations and a scenario-based approach to evaluate the effectiveness of the proposed IGDT-based model. Evaluation results based on historical Amazon EC2 prices confirm the efficiency of the proposed method to handle the uncertain nature of the price of SVMs in terms of significant criteria such as robustness cost, opportunity cost, uncertainty budget, and execution time.