Luenberger-Hicks-Moorsteen生产率指标的精确和最高级测量

ERN: Production; Cost; Capital & Total Factor Productivity; Value Theory (Topic) Pub Date : 2017-01-15 DOI:10.2139/ssrn.2902579

Frederic Ang, P. Kerstens

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引用次数: 1

摘要

本文证明了当输入和输出方向距离函数可以用二次函数形式表示到二阶时，Bennet-Bowley利润指标是加性完全Luenberger-Hicks-Moorsteen生产率指标的精确和最高级逼近。它还确定了卢恩贝格生产率指标和卢恩贝格-希克斯-穆尔斯蒂恩生产率指标准确和最高的测量相一致的条件。

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Exact and Superlative Measurement of the Luenberger-Hicks-Moorsteen Productivity Indicator

This paper shows that the Bennet-Bowley profit indicator is an exact and superlative approximation of the additively complete Luenberger-Hicks-Moorsteen productivity indicator when the input and output directional distance functions can be represented up to the second order by a quadratic functional form. It also establishes the conditions under which the exact and superlative measures of the Luenberger productivity indicator and Luenberger-Hicks-Moorsteen productivity indicator coincide.

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ERN: Production; Cost; Capital & Total Factor Productivity; Value Theory (Topic)

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