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A Nonatomic-Game Approach to Dynamic Pricing under Competition

机译:竞争条件下非原子博弈的动态定价方法

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摘要

We study a revenue management problem involving competing firms. We assume the presence of a continuum of infinitesimal firms where no individual firm has any discernable influence over the evolution of the overall market condition. Under this nonatomic-game approach, the unanimous adoption of an equilibrium pricing policy by all firms will yield a market-condition process that in turn will elicit the said policy as one of the best individual responses. For both deterministic- and stochastic-demand cases, we show the existence of equilibrium pricing policies that exhibit well-behaving monotone trends. Our computational study reveals many useful insights, including the fact that only a reasonable number of firms are needed for our approach to produce near-rational pricing policies.
机译:我们研究了涉及竞争公司的收入管理问题。我们假设存在一个无穷小企业的连续体,其中没有任何一个企业对整体市场状况的演变有任何明显的影响。在这种非原子博弈的方法下,所有公司一致采用均衡定价政策将产生市场条件过程,而市场条件过程又将把上述政策引为最佳个人对策之一。对于确定性和随机性需求案例,我们都显示了均衡定价策略的存在,这些均衡定价策略表现出良好的单调趋势。我们的计算研究揭示了许多有用的见解,包括这样的事实,即我们的方法只需要合理数量的公司即可制定接近理性的定价政策。

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