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Multi economic agent interaction for optimizing the aggregate utility of grid users in computational grid

机译:多种经济主体交互,优化计算网格中网格用户的聚合效用

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This paper investigates the interactions between agents representing grid users and the providers of grid resources to maximize the aggregate utilities of all grid users in computational grid. It proposes a price-based resource allocation model to achieve maximized utility of grid users and providers in computational grid. Existing distributed resource allocation schemes assume the resource provider to be capable of measuring user's resource demand, calculating and communicating price, none of which actually exists in reality. This paper addresses these challenges as follows. First, the grid user utility is defined as a function of the grid user's the resource units allocated. We formalize resource allocation using nonlinear optimization theory, which incorporates both grid resource capacity constraint and the job complete times. An optimal solution maximizes the aggregate utilities of all grid users. Second, this paper proposes a new optimization-based grid resource pricing algorithm for allocating resources to grid users while maximizing the revenue of grid providers. Simulation results show that our proposed algorithm is more efficient than compared allocation scheme.
机译:本文研究了代表网格用户的代理与网格资源提供者之间的交互,以最大化计算网格中所有网格用户的集合效用。提出了一种基于价格的资源分配模型,以实现计算网格中网格用户和提供者的最大效用。现有的分布式资源分配方案假定资源提供者能够测量用户的资源需求,计算和传达价格,但实际上并没有。本文对这些挑战进行了如下处理。首先,将网格用户实用程序定义为网格用户分配的资源单元的函数。我们使用非线性优化理论对资源分配进行形式化,该理论结合了网格资源容量约束和作业完成时间。最佳解决方案可最大化所有网格用户的综合效用。其次,本文提出了一种基于优化的网格资源定价新算法,该算法可以在为网格用户分配资源的同时最大化网格提供商的收入。仿真结果表明,本文提出的算法比比较分配方案更有效。

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