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作 者:郭子雪[1,2] 王增超 GUO Zixue;WANG Zengchao(Research Center for Capital Commercial Industry,Beijing Technology and Business University,Beijing 100048,China;College of Management,Hebei University,Baoding 071002,China)
机构地区:[1]北京工商大学首都流通业研究基地,北京100048 [2]河北大学管理学院,河北保定071002
出 处:《河北大学学报(自然科学版)》2018年第4期337-345,共9页Journal of Hebei University(Natural Science Edition)
基 金:国家社科基金资助项目(11BGL089);河北省教育厅人文社会科学研究重大课题攻关项目(ZD201439);北京工商大学首都流通业研究基地开放课题研究基金资助项目(JD-KFKT-YB-2017-03)
摘 要:为了提高效率评价的有效性,基于交叉效率方法的自互评本质,借鉴区间DEA交叉效率思想,提出了三参数区间交叉效率DEA评价方法.首先,阐述了传统CCR效率值作为区间交叉效率值上限的可能性和合理性;其次,基于相同的权重空间,以最大化偏移量为赋权策略构建模型,确定区间交叉效率值的下限;然后,充分考虑决策单元之间同时存在竞争与合作的关系,基于不同关系对各个决策单元进行分组,通过建立并求解竞合交叉效率模型,使得到的最优偏好权重既可以最大化合作者的总效率,又可以最小化竞争者的总效率,进而确定区间交叉效率值的重心值;最后,利用三角模糊数期望值排序方法对决策单元进行排序.文末的算例验证了方法有效性和优越性.In order to improve the accuracy of efficiency evaluation,based on the self-evaluation and peer-evaluation nature of cross-efficiency method and by referring to the idea of cross efficiency of interval DEA,the evaluation method of the three parameters interval cross efficiency is proposed by using data envelopment analysis.The paper,at first,explains the possibility and reasonability of CCR efficiency value as the upper limit of cross efficiency;then,constructs a model based on the same weight space and on maximizing the deviation for the weighting strategy to make sure the lower limit of cross-efficiency value;moreover,fully considers the relationship of competition and cooperation between decision-making units and establisbed the competitive and comperative cross-efficiency model and determines the optimist weights which maximize the total cross efficiency of cooperative companions and minimize it the competitive counterparts so as to gain the most possible value of interval cross-efficiency value based on different groups according to aforementioned relationship;finally,utilizes the triangular fuzzy number expectation value ranking method to sort decision making units.The final example verifies the effectiveness and superiority of the method.
关 键 词:交叉效率 三参数区间DEA交叉效率 竞合关系 三角模糊数
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