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ANT COLONY ALGORITHM FOR SOLVING WINNER DETERMINATION PROBLEM IN REVERSE COMBINATORIAL AUCTION

机译:反向组合拍卖中赢得胜利确定问题的蚁群算法

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A common model is formulated for solving the winner determination problem of reverse combinatorial auction. A PRIM (Preprocessing Rules-Based Improved MMAS) algorithm is adopted for the problem. Three preprocessing rules was proved to be feasibility. By applying two of the preprocessing rules before serching begins, noncompetitive bids can be removed efficiently and the bid scale was decreased. By using the other preprocessing rule in every round of serch, unnecessary trials will be avoid early. Simulation results show that the PRIM algorithm achieves good performance than MMAS in different size problems. Meanwhile PRIM performs more steadly than MMAS as the number of bidders increase.
机译:配制一个共同的模型,用于解决反向组合拍卖的胜利确定问题。采用了PREM(预处理规则的改进的MMA)算法。证明了三条预处理规则是可行性的。通过在血清开始之前应用两个预处理规则,可以有效地去除非竞争性出价,并且出价缩放减少。通过在每轮Serch中使用其他预处理规则,早期将避免不必要的试验。仿真结果表明,PIM算法在不同尺寸问题中实现了比MMA更好的性能。随着投标人的数量增加,同时,随着竞标者的数量增加,比MMA更稳定。

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