A Semi-Infinite Multicriteria Programming Approach to Data Envelopment Analysis With Infinitely Many Decision-Making Units.
A Semi-Infinite Multicriteria Programming Approach to Data Envelopment Analysis With Infinitely Many Decision-Making Units.
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发表时间：
1987
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通讯作者：
A. Charnes;W. Cooper;Q. Wei
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作者：
A. Charnes;W. Cooper;Q. Wei
摘要：通过半无限规划，将数据包络分析扩展到具有（可能）无限数量决策单元的模型，以便为即将进行的统计方面的研究提供更简单的分析结构基础。提出了与一般多准则问题的关系。本文唯一考虑的模型是Charnes， Cooper， Thrall的CCR比率模型发展的第一阶段的扩展。关键词：多准则规划；Semi-finite编程;Pareto-Koopmans最优。
Abstract : Via semi-infinite programing, Data Envelopment Analysis is extended to models with a (possibly) infinite number of Decision-Making Units in order to provide a simpler analytic structural base for forthcoming studies of statistical aspects. Relations with usual multicriteria problems are brought forth. In this paper, the only model considered is extension of phase one of the Charnes, Cooper, Thrall development of the CCR ratio model. Keywords: Multicriteria programming; Semi-finite programming; Pareto-Koopmans optimality.