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Shapley value-based multi-objective data envelopment analysis application for assessing academic efficiency of university departments

机译:基于夏普利价值的多目标数据包络分析应用程序在大学系学术效率评估中的应用

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This paper adopts a modified approach of data envelopment analysis (DEA) to measure the academic efficiency of university departments. In real-world case studies, conventional DEA models often identify too many decision-making units (DMUs) as efficient. This occurs when the number of DMUs under evaluation is not large enough compared to the total number of decision variables. To overcome this limitation and reduce the number of decision variables, multi-objective data envelopment analysis (MODEA) approach previously presented in the literature is applied. The MODEA approach applies Shapley value as a cooperative game to determine the appropriate weights and efficiency score of each category of inputs. To illustrate the performance of the adopted approach, a case study is conducted in a university in the Philippines. The input variables are academic staff, non-academic staff, classrooms, laboratories, research grants, and department expenditures, while the output variables are the number of graduates and publications. The results of the case study revealed that all DMUs are inefficient. DMUs with efficiency scores close to the ideal efficiency score may be emulated by other DMUs with least efficiency scores.
机译:本文采用改进的数据包络分析方法(DEA)来衡量大学部门的学术效率。在现实世界的案例研究中,传统的DEA模型通常将太多的决策单位(DMU)确定为有效的。当所评估的DMU的数量与决策变量的总数相比不够大时,就会发生这种情况。为了克服此限制并减少决策变量的数量,应用了先前在文献中提出的多目标数据包络分析(MODEA)方法。 MODEA方法将Shapley值用作合作博弈,以确定每种输入类别的适当权重和效率得分。为了说明所采用方法的效果,在菲律宾的一所大学进行了案例研究。输入变量是学术人员,非学术人员,教室,实验室,研究补助金和部门支出,而输出变量是毕业生和出版物的数量。案例研究的结果表明,所有DMU都是无效的。效率得分接近理想效率得分的DMU可以被效率得分最低的其他DMU模仿。

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