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Multi-agent interaction for optimal resource allocation in computational grid

机译:多智能体交互以优化计算网格中的资源分配

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This work presents a multi economic agent interaction scheme for resource allocation in the computational grid. The proposed competitive market economy is described. It consists of three different types of agents: grid request agents, grid resource agents, grid task agents; and a grid market that regulates the prices based on the observed aggregate excess demand. In order to solve the problem of heterogeneous demand in the grid users' preferences are summarized by means of their utility functions. We consider budget and tune as constraints of optimization problem. The objective of the optimization problem is to determine the amount of resources under different constraints to maximize the users' utilities. This paper proves the existence of a solution of the optimization problem, and specifies an iterative algorithm that is used by the grid market to update the prices, and it leads to an allocation that is close to a solution of the optimization problem in a finite number of iterations.
机译:这项工作提出了一种用于计算网格中资源分配的多经济主体交互方案。描述了拟议的竞争性市场经济。它由三种不同类型的代理组成:网格请求代理,网格资源代理,网格任务代理;网格代理。还有一个网格市场,它根据观察到的总超额需求调节价格。为了解决电网需求异质性的问题,通过用户的效用函数对用户的偏好进行了归纳总结。我们认为预算和调整是优化问题的约束。优化问题的目的是确定不同约束条件下的资源量,以最大化用户的效用。本文证明了优化问题的解决方案的存在,并指定了网格市场用于更新价格的迭代算法,并导致了在有限数量上接近优化问题的解决方案的分配。的迭代。

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