不诚实出价对用户效用和计算市场稳定性的影响

Sergei Shudler, Lior Amar, A. Barak, Ahuva Mu'alem
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引用次数: 4

摘要

计算资源市场通常由一个集群(或多集群)和作业组成,这些作业随着时间的推移到达,并请求计算资源以换取报酬。在本文中,我们研究了一个真实的系统,它能够先发制人的进程迁移(即跨节点移动作业),并使用基于市场的资源分配机制进行作业分配。具体来说,我们将我们的系统形式化为一个市场模型,并采用基于仿真的分析(在真实数据上执行)来研究用户行为对性能和效用的影响。典型的在线设置具有大量不确定性的特点,因此可以合理地假设用户将考虑简单的策略来与系统博弈。因此,我们提出了一种新的方法来模拟用户的行为,称为小风险-攻击性群体模型。我们表明,在这个模型下,不诚实的用户会经历性能下降。本文的主要结果和贡献是,使用第k个价格支付方案,这是经典的第二价格方案的自然适应,阻止了这些用户试图博弈市场。抢占性使得调度算法不仅可以使用第k个价格方案,而且优于其他非抢占性调度算法。最后,我们设计了一个简单的一次性游戏来模拟提供者和消费者之间的交互。然后,我们(使用相同的基于模拟的分析)表明,在几种情况下,(对称的)纳什均衡形式的市场稳定可能会实现。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Effects of Untruthful Bids on User Utilities and Stability in Computing Markets
Markets of computing resources typically consist of a cluster (or a multi-cluster) and jobs that arrive over time and request computing resources in exchange for payment. In this paper we study a real system that is capable of preemptive process migration (i.e. moving jobs across nodes) and that uses a market-based resource allocation mechanism for job allocation. Specifically, we formalize our system into a market model and employ simulation-based analysis (performed on real data) to study the effects of users' behavior on performance and utility. Typically online settings are characterized by a large amount of uncertainty, therefore it is reasonable to assume that users will consider simple strategies to game the system. We thus suggest a novel approach to modeling users' behavior called the Small Risk-aggressive Group model. We show that under this model untruthful users experience degraded performance. The main result and the contribution of this paper is that using the k-th price payment scheme, which is a natural adaptation of the classical second-price scheme, discourages these users from attempting to game the market. The preemptive capability makes it possible not only to use the k-th price scheme, but also makes our scheduling algorithm superior to other non-preemptive algorithms. Finally, we design a simple one-shot game to model the interaction between the provider and the consumers. We then show (using the same simulation-based analysis) that market stability in the form of (symmetric) Nash-equilibrium is likely to be achieved in several cases.
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