摘要
通过期望效应理论,研究了零售商具有多个零售点时的回购契约模型。得出不同风险偏好下,实现供应链协调时的最优定购量、最优回购价格与风险系数的关系。数值分析表明,当零售商为风险中性时,回购价格随着供应商风险系数的增大而减小;当供应商为风险中性时,在订购量小于一定量的情况下,回购价格随着零售商风险系数的增大而增大,当订购量大于一定值后,回购价格为固定值。
By using expectation effect theory, the buy-back contract model of the retailer with multiple outlets was studied. The relationship among the optimal quantity, the optimal buy-back price and the risk co- efficient was given when the channel coordination was realized under different risk preference. The numeri- cal analysis indicated that when retailer was risk neutral, the buy-back price decreased as the supplier's risk coefficient increased; when the supplier was risk neutral and the order quantity was less than a certain quantity, the buy-back price increased as the retailer's risk coefficient increased; and when the order quantity was larger than a certain quantity, the buy-back price became a constant.
出处
《青岛大学学报(自然科学版)》
CAS
2011年第1期59-64,共6页
Journal of Qingdao University(Natural Science Edition)
关键词
风险偏好
回购契约
供应链
效应函数
risk preference
buy-back contract
supply chain
effect function