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Duality and efficiency computations in the cost efficiency model with price uncertainty

机译:具有价格不确定性的成本效率模型中的对偶和效率计算

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摘要

The calculation of cost efficiency requires complete and accurate information on the input prices at each decision making unit (DMU). In practice, however, exact knowledge of the relevant prices is difficult to come by, and prices may be subject to variation in the short term. To estimate the cost efficiency while taking price uncertainty into account, cone-ratio DEA models incorporating the available price information as weight restrictions can be applied. However, the literature lacks a clear explanation regarding the exact relationships between these two models. In this paper, through a duality study, we establish both the theoretical properties of these relationships and the characteristics of their efficiency solutions between cone-ratio DEA models and CE models, assuming there are imprecise price data. Based on the duality study, we also develop a new approach and design a lexicographic order algorithm to estimate the lower bounds of the cost efficiency measure. Our computational experiments indicate that the proposed models are robust and that the proposed algorithm is computationally simple.
机译:成本效率的计算需要每个决策单位(DMU)的输入价格的完整和准确的信息。然而,实际上,很难获得有关价格的确切知识,并且价格可能会在短期内变动。为了在考虑价格不确定性的同时估算成本效率,可以应用将可用价格信息作为权重限制的锥形比率DEA模型。但是,文献缺乏关于这两种模型之间确切关系的清晰解释。在本文中,通过对偶研究,我们建立了这些关系的理论性质以及锥比DEA模型和​​CE模型之间的效率解决方案的特征(假定存在不精确的价格数据)。在对偶研究的基础上,我们还开发了一种新方法,并设计了字典顺序算法来估计成本效益度量的下限。我们的计算实验表明,所提出的模型是鲁棒的,并且所提出的算法在计算上很简单。

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