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Asset-Task Assignment Algorithms in the Presence of Execution Uncertainty

机译:存在执行不确定性的资产任务分配算法

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摘要

We investigate the assignment of assets to tasks where each asset can potentially execute any of the tasks, but assets execute tasks with a probabilistic outcome of success. There is a cost associated with each possible assignment of an asset to a task, and if a task is not executed there is also a cost associated with the non-execution of the task. As we proposed in [Gelenbe, E., Timotheou, S., and Nicholson, D. (2010). Fast distributed near optimum assignment of assets to tasks. Comput. J., doi:10.1093/comjnl/bxq010], we formulate the allocation of assets to tasks in order to minimize the overall expected cost, as a nonlinear combinatorial optimization problem. We propose the use of network flow algorithms which are based on solving a sequence of minimum cost flow problems on appropriately constructed networks with estimated arc costs. We introduce three different schemes for the estimation of the arc costs and we investigate their performance compared with a random neural network algorithm and a greedy algorithm. We also develop an approach for obtaining tight lower bounds to the optimal solution based on a piecewise linear approximation of the considered problem.
机译:我们调查资产分配给任务的情况,其中每个资产都可以执行任何任务,但是资产执行具有成功概率结果的任务。与资产对任务的每个可能分配相关联的成本,并且如果未执行任务,则也与不执行任务相关联的成本。正如我们在[Gelenbe,E.,Timotheou,S.,and Nicholson,D.(2010)中提出的。快速分配资产以最佳方式分配给任务。计算J.,doi:10.1093 / comjnl / bxq010],我们将资产分配到任务中以最小化总体预期成本,这是非线性组合优化问题。我们建议使用网络流量算法,该算法基于在具有适当弧度成本的适当构造的网络上解决一系列最小成本流量问题的基础。我们介绍了三种估算电弧成本的方案,并与随机神经网络算法和贪婪算法进行了比较,研究了它们的性能。我们还开发了一种方法,用于基于考虑问题的分段线性逼近来获得最优解决方案的严格下界。

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