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Design and implementation of a negotiation model based on the Principle of Leverage

机译:基于杠杆原理的谈判模型的设计与实现

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Price bargaining is a negotiation process whereby buyer and seller have to competitively or cooperatively decide the final price of a good. The interval of agreement where the negotiated final price lies is limited by the reservation prices of both buyer and seller respectively. Naturally, when submitting their reservation prices, the wish of the buyer or seller is to have the final negotiated price equals its reservation price. Unlike previous works that present price bargaining models whose negotiated price is in the interval of agreement, not the reservation prices themselves, the proposed approach allows the winner agent to maximize its utility in case the looser agent accepts winner's reservation price as the final negotiated price. Agreement and disagreement characteristics as possible outcome of the negotiation process are well defined. Each agent combines the Principle of Leverage and Time Dependent Tactics to achieve its goal. Hence, we verify and refine our previous negotiation model that had been presented in [4] by redesigning and implementing the conversation between bidder and auctioneer agents. The conversation is refined through the development of a negotiation process presented as a strategic game governed by rules that are based on the principle of leverage.
机译:价格讨价还价是一种谈判过程,买方和卖方必须通过竞争或合作方式确定商品的最终价格。协商的最终价格所在的协议间隔分别受买卖双方的保留价格限制。自然,在提交其保留价格时,买卖双方的愿望是使最终的议定价格等于其保留价格。不同于以前的作品介绍了议价价格在协商区间内的价格谈判模型,而不是保留价格本身,所提出的方法允许中标代理最大化其效用,以防松散的代理接受中标者的保留价格作为最终议定价格。协商过程的可能结果是同意和不同意的特征得到了很好的定义。每个代理将杠杆原理和时变策略结合在一起以实现其目标。因此,我们通过重新设计和实施投标人与拍卖人代理人之间的对话,验证并完善了我们先前在[4]中提出的谈判模型。通过开发谈判过程来完善对话,谈判过程表现为一种战略游戏,受基于杠杆原理的规则支配。

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