与DEA和SFA相比,StoNED在Leontief和副产技术中效率测量的性能

J. Schaefer, H. Dyckhoff
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引用次数: 1

摘要

随机非光滑数据包络(StoNED)是一种半参数和随机的效率测量方法,它结合了经典方法的一些优点,即随机前沿分析(SFA)和数据包络分析(DEA)。最近,它被推广到多输出技术的定向距离和射线生产函数。首先,蒙特卡罗模拟研究表明,在有噪声和无噪声的情况下,StoNED为DEA和SFA提供了一种有希望的替代方案。然而,这些研究只考虑了以产出为导向的超对数生产函数(特别是柯布-道格拉斯函数)建模的技术,这些函数允许要素替代。此外,其中只有一个分析了《石头》的多输出技术(因此使用射线生产函数)。我们提出了一系列蒙特卡罗模拟的补充结果,其中包括双输入、双输出技术的示例,这些技术由Leontief函数建模或以副产物为特征。与之前的结果相反,DEA随后在噪声较少的情况下产生具有竞争力甚至是最好的结果。此外,StoNED等同于SFA的性能,前提是这两种方法都适应底层技术的方向,即Leontief技术的输入导向。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Performance of Efficiency Measurement by StoNED Compared to DEA and SFA in Cases of Leontief and By-Production Technologies
Stochastic Non-smooth Envelopment of Data (StoNED) is a semi-parametric and stochastic method of efficiency measurement that combines some of the virtues of the classical counterparts, namely Stochastic Frontier Analysis (SFA) versus Data Envelopment Analysis (DEA). Recently, it has been generalised to multi-output technologies by directional distance and ray production functions. First Monte Carlo simulation studies have shown that StoNED offers a promising alternative to DEA and SFA in scenarios with and without noise. However, these studies have exclusively considered technologies modelled by output-oriented translog production functions (such as Cobb-Douglas functions in particular), which allow factor substitution. Moreover, only one of them analyses StoNED for multi-output technologies (thereby using ray production functions). We present complementary results from a series of Monte Carlo simulations with examples of two-input, two-output technologies that are modelled by Leontief functions or are characterised by by-products. Contrary to previous results, DEA then generates competitive or even the best results in scenarios with few noise. Furthermore, StoNED equals the performance of SFA, provided that both methods are adapted to the orientation of the underlying technology, i.e. input-oriented for the Leontief technology.
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