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Bid Decision Making with Prospect Game Theory

机译:出价与前景博弈论的决策

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Purpose: This study proposes a new bidding decision model (Prospect Game Theory Model for Bidding Decision, BDPGTM) for construction companies to set optimal bidding prices. Method: This study has successfully integrated fuzzy preference relations (FPR) with fuzzy rating (FR), cumulative prospect theory (CPT) and game theory (GT). FPR was employed to forecast implementation probability for bidding strategies, and to simplify and overcome traditional reliance on evaluator experience in prediction. FR was introduced to forecast value functions and probability weight functions of competitor's primary decision maker (PDM), and to solve the problems of inability to elicit competitor's preference functions. CPT was included to calculate the prospect value of all companies' PDM for all bidding strategy combinations. Lastly, GT was used to analyze PDM-determined bidding strategy. The optimal bidding prices derived from the proposed approach will be able to secure both the contract award and be as profitable as possible. Results & Discussion This study has verified the proposed BD-PGTM by using actual bidding projects from construction companies in Vietnam. It has also helped PDM to get exact optimal bidding prices.
机译:目的:本研究提出了一个新的招标决策模型(招标决定,BDPGTM的前景博弈论),用于建筑公司,以确定最佳竞标价格。方法:本研究成功地综合了模糊偏好关系(FPR),具有模糊额定值(FR),累积前景理论(CPT)和博弈论(GT)。 FPR被用来预测竞标策略的实施概率,并简化和克服传统依赖预测评估经验的依赖。引入FR预测竞争对手的主要决策者(PDM)的价值函数和概率重量函数,并解决无法引出竞争对手的偏好功能的问题。 CPT被纳入CPT,以计算所有公司PDM的所有招标战略组合的前景价值。最后,GT用于分析PDM确定的竞标策略。从拟议方法中获得的最佳竞标价格将能够确保合同奖,并尽可能有利可图。结果与讨论本研究通过使用越南建筑公司的实际招标项目验证了拟议的BD-PGTM。它还帮助PDM获得了精确的最佳竞标价格。

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