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Incentive Compatible E-mandi with Large Scale Consumer Producer Matching Using BigData Based on Gale-shapely Algorithm for Perishable Commodities SCM

机译:基于Gal-Shapley算法的易腐商品SCM大数据激励匹配的大规模消费者生产商匹配

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In this paper, we propose to transform the global matching mechanism in an electronic exchange between the producers and consumers in the SCM system for perishable commodities over large scale data sets. Matching of of consumers and producers satisfactions are mathematically modeled based on preferential evaluations based on the bidding request and the requirements data which is supplied as a matrix to Gale Shapely matching algorithm. The matching works over a very transparent approach in a e-trading environment over large scale data. Since, Bigdata is involved; the global SCM could be much clearer and easier for allocation of perishable commodities. These matching outcomes are compared with the matching and profit ranges obtained using simple English auction method which results Pareto-optimal matches. We are observing the proposed method produces stable matching, which is preference-strategy proof with incentive compatibility for both consumers and producers. Our design involves the preference revelation or elicitation problem and the preference-aggregation problem. The preference revelation problem involves eliciting truthful information from the agents about their types that are used for computation of Incentive compatible results. We are using Bayesian incentive compatible mechanism design in our match-making settings where the agents’ preference types are multidimensional. This preserves profitability up to an additive loss that can be made arbitrarily small in polynomial time in the number of agents and the size of the agents’ type spaces.
机译:在本文中,我们建议在SCM系统中生产者和消费者之间的电子交易中,针对大规模数据集上的易腐商品,改变全球匹配机制。消费者和生产者满意度的匹配是基于基于竞标请求和需求数据的优先评估进行数学建模的,后者是作为矩阵提供给Gale Shapely匹配算法的。匹配在大规模数据的电子交易环境中以非常透明的方式进行。因为,涉及到大数据;全球SCM可以更清晰,更容易地分配易腐商品。将这些匹配结果与使用简单的英语拍卖方法得出的帕累托最优匹配所获得的匹配范围和利润范围进行比较。我们观察到所提出的方法产生稳定的匹配,这是具有消费者和生产者激励兼容性的偏好策略证明。我们的设计涉及偏好揭示或启发问题以及偏好汇总问题。偏好揭示问题涉及从代理中获取有关其类型的真实信息,这些信息用于计算激励兼容结果。我们在相匹配的环境中使用贝叶斯激励兼容机制设计,在该环境中代理商的偏好类型是多维的。这样可以保留获利能力,直到在代理数量和代理类型空间大小的多项式时间内可以任意减小的附加损失。

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