动态决策、距离函数与生产效率

Elvira Silva, S. Stefanou, A. Lansink
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引用次数: 0

摘要

本章讨论了存在内部调整成本的定向距离函数的三个概念,称为调整成本定向距离函数。这些功能是技术无效率措施的组成部分。调整成本定向距离函数和间接最优价值函数之间的对偶性允许构建无效率的经济度量。建立了跨期成本最小化问题的调整成本定向输入函数与当前最优值函数的对偶性。从这种对偶关系出发,导出了一个动态成本无效率测度,并将其分解为技术无效率和配置无效率。同样,无效率的动态投入产出度量来源于调整成本定向技术距离函数以及该函数与当前利润函数之间的对偶性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Dynamic Decision Making, Distance Functions, and Productive Efficiency
This chapter discusses three concepts of the directional distance function in the presence of internal adjustment costs, designated as adjustment cost directional distance functions. These functions are the building blocks of technical inefficiency measures. Duality between an adjustment cost directional distance function and an indirect optimal value function allows the construction of economic measures of inefficiency. Duality is established between the adjustment cost directional input function and the optimal current value function of the intertemporal cost minimization problem. From this dual relation, a dynamic cost inefficiency measure is derived and decomposed into technical inefficiency and allocative inefficiency. Similarly, dynamic input-output measures of inefficiency are derived from the adjustment cost directional technology distance function and duality between this function and the current profit function.
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