基于组合反向拍卖的配电行业高效服务提供商选择

Reza Alaei, Mostafa Setak
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引用次数: 1

摘要

本文提出了一种组合反向拍卖机制,用于选择最有效的服务提供商,以解决配电公司责任区内多个区域的持续停电问题。通过这种机制,考虑到成本和服务时间这两个标准,在每个地区提供所需的服务只分配给一个潜在的服务提供者。因此,将所提出的拍卖机制的中标者确定问题表述为一个双目标组合优化问题。然而,对所制定的问题找到可行的解并求解是np完全的。由于精确的优化算法无法在合理的时间内解决这类问题,本文提出了一种求解多目标优化问题的进化算法,即针对特定问题的元启发式算法NSGA-II,用于估计公式化双目标赢家确定问题的Pareto最优解集。在我们开发的NSGA-II中,提出了两个针对问题的算子来创建初始可行解和将不可行解转化为可行解。在此基础上,提出了一种基于问题实例大小确定种群大小的新方法。我们进行了一个计算实验,在不同的设置中使用所提出的NSGA-II解决了几个随机生成的问题实例。采用质量度量和统计假设检验对算法在不同情况下的计算结果进行了比较。性能比较结果表明,对于公式化双目标优化问题的不同实例,由该方法确定种群大小的NSGA-II和不同形式的二元竞赛方法在寻找非支配解方面表现更好。
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Selecting Efficient Service-providers in Electric Power Distribution Industry Using Combinatorial Reverse Auction
In this paper, a combinatorial reverse auction mechanism is proposed for selecting the most efficient service-providers for resolving sustained power interruptions in multiple regions of an electric power distribution company’s responsibility area. Through this mechanism, supplying the required service in each region is assigned to only one potential service-provider considering two criteria including cost and service time. So, the corresponding winner determination problem of the proposed auction mechanism is formulated as a bi-objective combinatorial optimization problem. However, finding a feasible solution for the formulated problem as well as its solving is NP-complete. Since exact optimization algorithms are failed in solving this kind of problems in a reasonable time, a problem specific metaheuristic called NSGA-II that is an evolutionary algorithm for solving multi-objective optimization problems is developed to estimate the set of Pareto optimal solutions of the formulated bi-objective winner determination problem. In our developed NSGA-II, two problem-specific operators are proposed for creating initial feasible solutions and converting infeasible solutions to feasible ones. Furthermore, a new method for determining the population size based on the size of problem instance is proposed. We conduct a computational experiment in which several randomly generated problem instances are solved using the proposed NSGA-II in different settings. Computational results of proposed algorithm in different settings are compared using a quality measure and statistical hypothesis tests. The results of performance comparison show that the proposed NSGA-II with a population size determined by proposed method and a different form of binary tournament method performs better in finding non-dominated solutions for different instances of formulated bi-objective optimization problem.
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