Two-stage data envelopment analysis based on interval data

Pouryusef Mohammad, Tohidi Ghasem, Razavyan Shabnam
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引用次数: 1

Abstract

Measuring the performance of a production system has been an important task in management for purposes of control, planning, etc. One technique widely applied to measure the relative efficiency of a set of production systems, or decision making units (DMUs), which utilize the same inputs to produce the same outputs, is data envelopment analysis (DEA). Conventionally, the system is treated as a black box, in which only inputs and outputs of the black box are considered in measuring the efficiency. The performance of the component processes interacting with each other in the system are not considered. In some situations (in real applications) of DEA applications, there are Decision Making Units (DMUs) which have two-stage structure. In the previous two-stage models have been assumed that all inputs and outputs of DMUs are exactly known and this assumption may not be true (i.e. some or all of inputs and outputs may be imprecise). This paper proposes a method to determine efficiency of two-stage DMUs with interval inputs and outputs. Then illustrates the proposed method using an example.
基于区间数据的两阶段数据包络分析
为了控制、计划等目的,测量生产系统的性能一直是管理中的一项重要任务。数据包络分析(DEA)是一种广泛应用于衡量一组生产系统或决策单元(dmu)的相对效率的技术,这些系统或决策单元利用相同的投入产生相同的产出。传统上,系统被视为一个黑箱,在测量效率时只考虑黑箱的输入和输出。不考虑系统中各组成过程相互作用的性能。在DEA应用的某些情况下(实际应用中),存在两阶段结构的决策单元(dmu)。在前面的两阶段模型中,假设dmu的所有输入和输出都是确切已知的,但这一假设可能不成立(即部分或全部输入和输出可能不精确)。本文提出了一种确定具有区间输入和输出的两级dmu效率的方法。然后用实例说明了所提出的方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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