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Latest bibliography of DEA with more than 10,000 articles
Emrouznejad A. and G. Yang (2018) A survey and analysis of the first 40 years of scholarly literature in DEA: 1978–2016, Socio-Economic Planning Sciences, 61(1): 1-5. http://dx.doi.org/10.1016/j.seps.2017.01.008
CLICK HERE to download bibliography (1978-2016)
CLICK HERE to download Supplement with list of over 10,000 articles
biblio
- Anderson RI, D Lewis and LV Zumpano (2000). “X-Inefficiencies in the Residential Real Estate Market: A Stochastic Frontier Approach.” J Real Estate Research 20(1/2): 93.
- Amirteimoori A and S Kordrostami (2005). “Allocating Fixed Costs and Target Setting: A DEA-Based Approach.” Appl Math Comput 171(1): 136-151.
- Anderson T, R F?re, S Grosskopf, L Inman and XY Song (2002). “Further Examination of Moore’s Law with Data Envelopment Analysis.” Technological Forecasting and Social Change 69(5): 465-477.
- Amirteimoori A and S Kordrostami (2005). ?DEA-Like Models for Multi-Component Performance Measurement.” Appl Math Comput 163(2): 735-743.
- Anderson TR and PK Ghavami (1999). “Using Data Envelopment Analysis for Evaluating Alternative Software Development Process Configurations.? in Proceedings of Portland International Conference on Management of Engineering and Technology, Portland Int. 1: 298.
- Amirteimoori A and S Kordrostami (2005). “Efficient Surfaces and an Efficiency Index in DEA: A Constant Returns to Scale.” Appl Math Comput 163(2): 683-691.
- Anderson TR, K Hollingsworth and L Inman (2001). “Assessing the Rate of Change in the Enterprise Database System Market over Time Using DEA.? in Proceedings of Portland International Conference on Management of Engineering and Technology, Portland Int. 1: 203.
- Ali IA and LM Seiford (1990). “Translation Invariance in Data Envelopment Analysis.” Operations Research Letters 9(6): 403-405.
- Aly HY, R Grabowski, C Pasurka and N Rangan (1990). “Technical, Scale, and Allocative Efficiencies in U.S. Banking: An Empirical Investigation.” Review of Economics and Statistics 72(2): 211-218.
- Alirezaee MR (2005). “The Overall Assurance Interval for the Non-Archimedean Epsilon in DEA Models; a Partition Base Algorithm.” Appl Math Comput 164(3): 667-674.
