linear demand function meaning in English
线性需求函数
Examples
- Linear demand function
线性需求函数 - In addition , when consider the transaction cost to the linear demand function ; the retailer has lower outcome level than general linear demand function
另外，当考虑交易成本于通路竞争时零售商相关行销变数将会比采取一般线性需求函数下有较低的产出水准。 - In the multi - oligarchs cournot model of non - linear demand function condition of the right angle hyperbolic , the enterprise only can make a profit when the majority of enterprises in the profession participates in the annexation is proved and the number of the enterprise which the profession can hold in the balanced market scale is explained when the enterprise has the fixed cost in the open market
摘要通过以直角双曲线为需求函数的行业的多寡头骨诺模型的分析，证明了行业中企业的兼并只有在大部分企业参与时才是有利可图的，并给出了在开放性的市场中，当企业存在固定成本时在均衡市场规模下所能够容纳的企业数目。 - In chapter 3 , we chiefly study on the effectivity of third - degree price discrimination under two manufacturers , generally the studies on the effectivity of third - degree price discrimination in former papers were based on monopoly market , that is there is only one monopoly manufacturer in market . this paper expand the content of its research to the market conditions of two factories , based on a complete static information model and the linear demand functions and linear cost functions , the paper study the effectivity of third - degree price discrimination under two manufacturers , which compete in the same markets . it further respectively put forward the calculation formulas of the maximum sales volume and the maximum price and the maximum profit which belong to both manufacturers who is on the condition of common price or third - degree price discrimination in the two sub - markets , and also it put forward the necessary and sufficient conditions for third - degree price discrimination to be effective or to be same as common price
本文第三章主要研究了两厂商情形下的三度价格歧视的有效性问题,现有文献对于三度价格歧视的有效性问题的研究基本上都是基于垄断厂商情形,即市场上只有一个垄断厂商的情形,而本文将其研究的内容拓展到了两厂商情形,基于完全信息静态模型研究了竞争市场上的两厂商在线性需求函数和线性成本函数条件下的三度价格歧视的有效性问题,并分别给出了两厂商在两个子市场上,在单一价格条件下以及歧视价格条件下的最优销售量、最优价格和最大利润的计算公式,给出了各厂商价格歧视有效和价格歧视无异于单一价格的充要条件。