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The Weighted Set Covering Game: A Vaccine Pricing Model for Pediatric Immunization

机译:加权布套博弈:小儿免疫的疫苗定价模型

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摘要

The United States pediatric vaccine manufacturing market is analyzed using a static Bertrand oligopoly pricing model that characterizes oligopolistic interactions between asymmetric firms in a homogeneous multiple product market. Firms satisfy demand by appropriately pricing and selling its given set of bundles, where each bundle contains one or more products. In analyzing the pediatric vaccine market, a bundle is a vaccine, where each vaccine contains one or more immunogenic antigens. Consumers seek to purchase at least one of each antigen at an overall minimum cost. Demand is captured by defining a weighted set covering optimization problem, with the weights (prices) controlled by firms engaged in Bertrand competition. A repeated game version of the model enables multiple interactions between firms, allowing examination of tacit collusion. An iterative improvement algorithm is defined that constructs a pure strategy Nash equilibrium (some in the limiting sense) for the static game. Sufficient conditions for the existence of pure strategy Nash equilibria are provided, indicating that this class of games always yields at least one pure strategy equilibrium. Practical results of the pediatric vaccine market analysis follow from the difference in the repeated game equilibrium prices between two combination vaccines, Pediarix® and Pentacel®. Assuming the manufacturers of these vaccines agree to share the market equally with respect to volume, the equilibrium prices from the repeated game indicate a price difference of $0.86, whereas the difference in price between Pediarix® and Pentacel® for contract prices ending March 31, 2010 was $2.74. Interestingly, the subsequent public sector vaccine price list (contract prices ending March 31, 2011) shows a price difference of $0.95, with the price of Pentacel® actually reduced from the previous year-an unusual occurrence. The results presented in this paper suggest that a smaller price difference between these two important combination vaccines is appropriate, which is what occurred. In general, such results could serve to inform both manufacturers and purchasers on the appropriate pricing of combination vaccines, given the existence of a reasonable set of collusive agreements.
机译:使用静态Bertrand寡头定价模型分析了美国儿科疫苗制造市场,该模型表征了同质多种产品市场中不对称企业之间的寡头互动。公司通过适当定价并出售给定的捆绑销售套件来满足需求,其中每个捆绑销售套件包含一个或多个产品。在分析儿科疫苗市场时,捆绑销售是一种疫苗,其中每种疫苗都包含一个或多个免疫原性抗原。消费者寻求以总的最低成本购买每种抗原中的至少一种。通过定义覆盖优化问题的加权集来捕获需求,权重(价格)由参与Bertrand竞争的公司控制。该模型的重复博弈版本使公司之间可以进行多种交互,从而可以检查默认的共谋行为。定义了一种迭代改进算法,该算法为静态博弈构造了一个纯策略纳什均衡(有些是限制性的)。提供了纯策略纳什均衡存在的充分条件,表明此类博弈总是产生至少一个纯策略均衡。儿科疫苗市场分析的实际结果来自两种组合疫苗Pediarix®和Pentacel®之间重复博弈均衡价格的差异。假设这些疫苗的生产商同意就数量而言公平地分享市场,重复博弈的均衡价格表明价差为0.86美元,而截至2010年3月31日的合同价格中Pediarix®和Pentacel®的价格差是$ 2.74。有趣的是,随后的公共部门疫苗价格表(截至2011年3月31日的合同价格)显示出0.95美元的差价,实际上Pentacel®的价格比上年有所下降,这是罕见的情况。本文提出的结果表明,这两种重要的组合疫苗之间的价格差异较小是适当的,这就是发生的情况。总体上讲,鉴于存在合理的串通协议,此类结果可为制造商和购买者提供有关组合疫苗的适当价格的信息。

著录项

  • 来源
    《INFORMS journal on computing》 |2014年第1期|183-198|共16页
  • 作者单位

    Department of Operational Sciences, Air Force Institute of Technology, Wright Patterson Air Force Base, Ohio 45433;

    Department of Computer Science, University of Illinois at Urbana-Champaign, Urbana, Illinois 61801;

    Department of Industrial and Manufacturing Engineering, The Pennsylvania State University,University Park, Pennsylvania 16802;

    Department of Industrial and Enterprise Systems Engineering, University of Illinois at Urbana-Champaign,Urbana, Illinois 61801;

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  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

    game theory; weighted set covering game; immunization; pediatric vaccines;

    机译:博弈论加权布套游戏;免疫儿科疫苗;
  • 入库时间 2022-08-17 13:34:03

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