【摘要】 以需求量受物流融资服务价格影响的报童模型为研究对象,在已知价格分布信息的条件下,通过价格与需求之间的关系,得出需求的概率密度函数,从而将报童问题中对于需求的控制转化为对产品价格的控制。研究了物流融资服务价格分别为正态分布、三角模糊分布情况下物流融资服务的报童问题的数学模型,结合需求函数,求解出最优的服务定价。最后结合一个实例说明了所提出的方法是有效的。更多还原

【Abstract】 In this paper, with the newsboy model, in which the price of the logistics financial services influenced the demand volume, as the study subject and under the condition that the distributional information of the price was known, we analyzed the relationship between price and demand, determined the probability density function of the demand and thus turned the demand control in the newsboy problem into the control of the product price. Then we studied the newsboy model of logistics financial services under different scenarios and obtained the optimal service price. At the end, in connection with a practical example, we validated the method proposed.更多还原