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Latest bibliography of DEA with more than 10,000 articles
Mergoni, A. A. Emrouznejad, and K. De Witte (2025) Fifty years of Data Envelopment Analysis, European Journal of Operational Research, 326 (3): 389-412. https://doi.org/10.1016/j.ejor.2024.12.049.
CLICK HERE to download review of Fifty years of Data Envelopment Analysis
CLICK HERE to download bibliography (1978-2016)
CLICK HERE to download Supplement with list of over 10,000 articles
biblio
- McDonald J (1996). “A Problem with the Decomposition of Technical Inefficiency into Scale and Congestion Components.” Management Science 42(3): 473-474.
- McDonald J (1997). “Manorial Efficiency in Domesday England.” JPA 8(2): 199-213.
- McDonald J and R Moffitt (1979). “The Uses of Tobit Analysis.” Review of Economics and Statistics: 318-320.
- Mavrotas G and P Trifillis (2006). “Multicriteria Decision Analysis with Minimum Information: Combining DEA with Mavt.” Computer and Operations Research 33(8): 2083-2098.
- Maynsson J (2003). “How Can Use the Result from a DEA Analysis? Identification of Firm-Relevant Reference Units.” J Appl Econ 6(1): 157.
- Marques Rui C and J Monteiro Ant?Nio (2004). “Benchmarking the Economic Performance of Portuguese Water and Sewerage Services.” in Emrouznejad A and V Podinovski (eds.) Proceedings of DEA2004, Birmingham, UK: 63.
- Martic M and G Savic (2001). “An Application of DEA for Comparative Analysis and Ranking of Regions in Serbia with Regards to Social-Economic Development.” EJOR 132(2): 343-356.
- Martin JC, J Gutiarrez and C Roman (2004). “Data Envelopment Analysis (DEA) Index to Measure the Accessibility Impacts of New Infrastructure Investments: the Case of the High-Speed Train Corridor Madrid?Barcelona- French Border.” Regional Studies 38(6): 697-712.
- Martin JC and C Roman (2001). “An Application of DEA to Measure the Efficiency of Spanish Airports Prior to Privatization.” J Air Transportation Management 7(3): 149-157.
- Martin JC and C Roman (2006). “A Benchmarking Analysis of Spanish Commercial Airports. A Comparison between Smop and DEA Ranking Methods.” Networks and Spatial Economics 6(2): 111-134.
