General and multiplicative non-parametric models with interval ratio data: application to the banking industry

Esmaeel Farzadi, A. Hadi-Vencheh, Yong Tan, Zahra Gheleg Beigi
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Abstract

The empirical literature has tried to propose relevant data envelopment analysis (DEA) models to evaluate the efficiency level of the decision-making unit (DMU) in the presence of interval ratio data; however, the use of variable production frontier in the evaluation suffers from a number of limitations. The current study fills in the gap in the previous literature by proposing relevant DEA models based on interval arithmetic, through which the shortcomings of the previous existing studies have been overcome. The findings show that extra variable changes are not needed by the proposed model and a fixed, unified production frontier can be used to measure the DMUs’ efficiency with interval data. The potential application of the proposed model is illustrated through a numerical example in the banking industry.
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区间比率数据的一般和乘性非参数模型:在银行业中的应用
实证文献试图提出相关的数据包络分析(DEA)模型来评价区间比率数据存在时决策单元(DMU)的效率水平;然而,在评价中使用可变生产前沿受到一些限制。本研究提出了基于区间算法的相关DEA模型,填补了前人文献的空白,克服了前人研究的不足。研究结果表明,该模型不需要额外的变量变化,可以使用一个固定的、统一的生产边界来用区间数据衡量dmu的效率。通过银行业的一个数值例子说明了该模型的潜在应用。
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Erratum to: On interval-valued bilevel optimization problems using upper convexificators On the conformability of regular line graphs A new modified bat algorithm for global optimization A multi-stage stochastic programming approach for an inventory-routing problem considering life cycle On characterizations of solution sets of interval-valued quasiconvex programming problems
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