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A BILEVEL APPROACH TO OPTIMAL PRICING

机译:最优定价的胆量方法

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摘要

Whereas pricing models have in the past often been approached from a purely academic standpoint, optimal pricing is nowadays considered as a central financial and operational tool in several industries. The optimal pricing problem, involving two decision makers acting non cooperatively and in a sequential way, can be adequately modelled as a bilevel program. In this paper we present a theoretical and algorithmic study of this class of bilevel problems, devoting a special attention to the problem of setting profit maximizing tariffs on a transportation network.
机译:而定价模型经常从纯粹的学术角度接近过去,现在最佳定价被认为是几个行业的中央金融和运营工具。最佳定价问题,涉及两个决策者非合作和顺序方式行动,可以充分地建模为Bilevel程序。在本文中,我们提出了这类Bilevel问题的理论和算法研究,特别关注了在运输网络上设定利润最大化关税的问题。

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