回归规模
计算机科学
组分(热力学)
过程(计算)
生产(经济)
变量(数学)
分解
比例(比率)
调度(生产过程)
工业工程
数学优化
数学
工程类
生态学
生物
经济
数学分析
物理
量子力学
宏观经济学
操作系统
热力学
摘要
AbstractAbstractFor production systems composed of parallel processes, the system efficiency will more properly represent the aggregate performance of the component processes if the operation of each process is taken into consideration. Several approaches have been proposed for measuring the efficiency of parallel production systems. By requiring the same factor to have the same virtual multiplier, the proposed method is able to calculate the system and process efficiencies at the same time. Moreover, the former can be decomposed into a weighted average of the latter. A system is efficient only if all of its component processes are efficient. Chemistry departments in the UK are used as an example, where teaching and research are two major functions of the department. The relationship between the system and process efficiencies which holds for the case of constant returns to scale can be extended to the case of variable returns to scale.Keywords: data envelopment analysisparallel systemefficiency decompositionnetwork system AcknowledgementsThis research was supported by the National Science Council, Republic of China (Taiwan), under grant NSC98-2410-H-006-006-MY3. The authors are also grateful to the comments and suggestions of the three anonymous reviewers.
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