基于松弛的两阶段过程效率度量:一种基于双边界数据包络分析的方法

A. Tali, Tirupathi Rao Padi, Q. Dar
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引用次数: 5

摘要

- ____________________________________________________________________________________国际金融与经济科学最新趋势IJLTFES, E-ISSN: 2047-0916版权所有©ExcelingTech, Pub, UK (http://excelingtech.co.uk/)数据包络分析(DEA)是一种用于评估决策单元(dmu)的相对效率的数学技术,该决策单元将多个输入转换为多个输出。DEA被认为是在最有利的场景中寻找最乐观的有效执行者,同时给予每个DMU的输入和输出最有利的权重。得到的有效dmu构建了一个乐观的高效(最佳实践)边界。另一方面,为了识别最不利情况下的不良绩效,提出了悲观DEA模型,该模型用最不利权重集度量效率。所得的悲观有效dmu构造了悲观(最差实践)边界。在许多实际情况下,dmu可能具有两阶段结构,其中第一阶段使用输入产生输出(称为中间),然后在第二阶段将中间措施作为输入产生最终输出。假设这种生产过程结构,我们使用基于松弛的模型(SBM)来获得第一阶段、第二阶段和整个系统的乐观和悲观DEA模型,以衡量乐观和悲观效率。以台湾非寿险行业为例,对模型进行了验证。
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Slack- based Measures of Efficiency in Two-stage Process: An Approach Based on Data Envelopment Analysis with Double Frontiers
- ____________________________________________________________________________________ International Journal of Latest Trends in Finance & Economic Sciences IJLTFES, E-ISSN: 2047-0916 Copyright © ExcelingTech, Pub, UK ( http://excelingtech.co.uk/ ) Data envelopment Analysis (DEA) is a mathematical technique for evaluating the relative efficiency of Decision Making Units (DMUs) that convert multiple inputs to multiple outputs. DEA is considered to find optimistic efficient performers in most favorable scenario while giving most favorable weights to inputs and outputs of every DMU. The obtained efficient DMUs construct an optimistic efficient (best-practice) frontier. On the other hand for the purpose of identifying bad performers in most unfavorable scenario, pessimistic DEA model has been proposed, which measures the efficiency with the set of most unfavorable weights. The obtained pessimistic efficient DMUs construct pessimistic (worst-practice) frontier. In many real life situations, DMUs may have a two-stage structure where the first stage uses inputs to produce outputs (called Intermediate) then in second stage that intermediate measures are taken as inputs to produce the final outputs. Assuming this type of structure of production process we used a Slack-based Model (SBM) for obtaining Optimistic and Pessimistic DEA models for stage one, stage two and for overall system in order to measure optimistic and pessimistic efficiencies. An example of non-life insurance industry of Taiwan is selected for supporting our model.
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