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Concisely Expressed Combinatorial Auction Problem Solving Method

机译:简洁明了的组合拍卖问题解决方法

摘要

In a method of determining an optimal allocation in a combinatorial auction, a plurality of bids is received. Each bid includes a plurality of sub bids. Each sub bid includes either one good and a price associated with the good or a logical operator logically connecting at least two child sub bids and a price associated with the logical operator. For each sub bid, the price associated with the good or the logical operator is either an explicit price that is included with the sub bid or is assigned a value of zero when the sub bid does not include an explicit price. An objective is defined for the plurality of bids. For each bid, a plurality of mathematical relationships collectively representing the bid without logical operators is defined. The received bids are processed to achieve the objective subject to the mathematical relationships.
机译:在确定组合拍卖中的最佳分配的方法中,接收多个投标。每个投标包括多个子投标。每个子投标包括一个商品和与该商品相关联的价格,或者包括逻辑上连接至少两个子子投标的一个逻辑运算符和与该逻辑运算符相关联的价格。对于每个子投标,与商品或逻辑运算符相关联的价格是子投标包含的显式价格,或者在子投标不包含显式价格时分配为零的值。为多个投标定义一个目标。对于每个出价,定义了多个数学关系,这些数学关系共同表示出价而没有逻辑运算符。处理接收到的投标以达到受数学关系约束的目标。

著录项

  • 公开/公告号US2009112750A1

    专利类型

  • 公开/公告日2009-04-30

    原文格式PDF

  • 申请/专利权人 CRAIG E. BOUTILIER;

    申请/专利号US20080262586

  • 发明设计人 CRAIG E. BOUTILIER;

    申请日2008-10-31

  • 分类号G06Q40/00;

  • 国家 US

  • 入库时间 2022-08-21 19:33:31

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