How Efficiently Do Elite US Universities Produce Highly Cited Papers?

被引:10
|
作者
Wohlrabe, Klaus [1 ]
de Moya Anegon, Felix [2 ]
Bornmann, Lutz [3 ]
机构
[1] Ifo Inst, Poschingerstr 5, D-81679 Munich, Germany
[2] CSIC, Inst Publ Goods & Policies IPP, C Albasanz 26-28, Madrid 28037, Spain
[3] Adm Headquarters Max Planck Soc, Div Sci & Innovat Studies, Hofgartenstr 8, D-80539 Munich, Germany
关键词
university; efficiency analysis; partial frontier analysis; regression analysis; normalized citation impact; NONPARAMETRIC FRONTIER ESTIMATION; HIGHER-EDUCATION; RESEARCH PERFORMANCE; PRODUCTIVITY; INSTITUTIONS; COSTS; INDICATORS; RANKINGS; FAREWELL; MNCS;
D O I
10.3390/publications7010004
中图分类号
G25 [图书馆学、图书馆事业]; G35 [情报学、情报工作];
学科分类号
1205 ; 120501 ;
摘要
While output and impact assessments were initially at the forefront of institutional research evaluations, efficiency measurements have become popular in recent years. Research efficiency is measured by indicators that relate research output to input. The additional consideration of research input in research evaluation is obvious, since the output depends on the input. The present study is based on a comprehensive dataset with input and output data for 50 US universities. As input, we used research expenses, and as output the number of highly-cited papers. We employed Data Efficiency Analysis (DEA), Free Disposal Hull (FDH) and two more robust models: the order-m and order-alpha approaches. The results of the DEA and FDH analysis show that Harvard University and Boston College can be called especially efficient compared to the other universities. While the strength of Harvard University lies in its high output of highly-cited papers, the strength of Boston College is its small input. In the order-alpha and order-m frameworks, Harvard University remains efficient, but Boston College becomes super-efficient. We produced university rankings based on adjusted efficiency scores (subsequent to regression analyses), in which single covariates (e.g., the disciplinary profile) are held constant.
引用
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页数:15
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