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A conditional directional distance function approach for measuring regional environmental efficiency: Evidence from UK regions. (2013). Tzeremes, Nickolaos ; HALKOS, GEORGE.
In: European Journal of Operational Research.
RePEc:eee:ejores:v:227:y:2013:i:1:p:182-189.

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  2. A non-parametric decomposition of the environmental performance-income relationship: evidence from a non-linear model. (2022). Bruna, Maria-Giuseppina ; Yang, Guo-Liang ; ben Zaied, Younes ; ben Lahouel, Bechir ; Song, Yaoyao.
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    In: Sustainability.
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  6. Assessment of new methods for incorporating contextual variables into efficiency measures: a Monte Carlo simulation. (2020). Santín, Daniel ; Santin, Daniel ; Polo, Cristina ; Cordero, Jose M.
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  7. Fast and efficient computation of directional distance estimators. (2020). Wilson, Paul ; Simar, Leopold ; Daraio, Cinzia.
    In: Annals of Operations Research.
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  8. The socio-economic planning of a community nurses programme in mountain areas: A Directional Distance Function approach. (2020). Ippoliti, Roberto ; Falavigna, G.
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  10. On selecting directions for directional distance functions in a non-parametric framework: a review. (2019). Wei, Yi-Ming ; Wang, Ke ; Lee, Chia-Yen ; Xian, Yujiao ; Huang, Zhimin.
    In: Annals of Operations Research.
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  11. A bootstrap approach for bandwidth selection in estimating conditional efficiency measures. (2019). Badin, Luiza ; Simar, Leopold ; Daraio, Cinzia ; Bdin, Luiza .
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  12. Fast and Efficient Computation of Directional Distance Estimators. (2018). Wilson, Paul ; Simar, Leopold ; Daraio, Cinzia.
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  13. The impact of pollution abatement investments on production technology: a nonparametric approach. (2018). Mastromarco, Camilla ; Simioni, Michel ; Musolesi, Antonio ; Huiban, Jean Pierre.
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  15. Determinants of Environmental Degradation under the Perspective of Globalization: A Panel Analysis of Selected MENA Nations. (2018). Ali, Amjad ; Audi, Marc.
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  16. Reconciling the Porter hypothesis with the traditional paradigm about environmental regulation: a nonparametric approach. (2018). Mastromarco, Camilla ; Musolesi, Antonio ; Huiban, Jean Pierre ; Simioni, Michel.
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  17. Fujian’s Industrial Eco-Efficiency: Evaluation Based on SBM and the Empirical Analysis of lnfluencing Factors. (2018). Majeed, Salman ; Wu, Qiuming ; Wang, Xiaoqing ; Sun, Donghao.
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  18. Study on Measurement of Green Productivity of Tourism in the Yangtze River Economic Zone, China. (2018). Hai, Feng ; Shi, Pengfei ; Liu, Gang ; Zhang, YI.
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  19. Spatial heterogeneity in composite indicator: A methodological proposal. (2018). Vidoli, Francesco ; Fusco, Elisa ; Sahoo, Biresh K.
    In: Omega.
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  20. Fast and Efficient Computation of Directional Distance Estimators. (2018). Simar, Leopold ; Daraio, Cinzia ; Wilson, Paul.
    In: IBSA Discussion Papers (ISBA - Institute of Statistics, Biostatistics and Actuarial Sciences).
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  21. A Bootstrap Approach for Bandwidth Selection in Estimating Conditional Efficiency Measures. (2018). Simar, Leopold ; Badin, Luiza ; Daraio, Cinzia.
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  22. Fast and Efficient Computation of Directional Distance Estimators. (2018). Wilson, Paul ; Simar, Leopold ; Daraio, Cinzia.
    In: DIAG Technical Reports.
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  23. A Bootstrap Approach for Bandwidth Selection in Estimating Conditional Efficiency Measures. (2018). Simar, Leopold ; Badin, Luiza ; Daraio, Cinzia.
    In: DIAG Technical Reports.
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  24. European regional efficiency and geographical externalities: a spatial nonparametric frontier analysis. (2017). Ramajo, Julian ; Marquez, Miguel Angel ; Cordero, Jose Manuel.
    In: Journal of Geographical Systems.
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  25. Measuring the Effect of Economic Growth on Countries’ Environmental Efficiency: A Conditional Directional Distance Function Approach. (2017). Managi, Shunsuke ; HALKOS, GEORGE.
    In: Environmental & Resource Economics.
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    In: Sustainability.
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    In: Omega.
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    In: Energy.
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  30. Measuring energy intensity in Japan: A new method. (2017). Zaim, Osman ; Akkemik, K. Ali ; Gazel, Tue Uygurturk .
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  32. An Integrated DEA Model Allowing Decomposition of Eco-Efficiency: A Case Study of China. (2017). Wanbin, Pan ; Linlin, Zhao ; Lei, HUANG .
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  33. On selecting directions for directional distance functions in a non-parametric framework: A review. (2017). Wei, Yi-Ming ; Wang, Ke ; Lee, Chia-Yen ; Xian, Yujiao ; Huang, Zhimin.
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  34. Air emissions perspective on energy efficiency: An empirical analysis of Chinas coastal areas. (2017). Wei, Yi-Ming ; Zhen, Wei ; Li, LI ; Qin, Quande.
    In: CEEP-BIT Working Papers.
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  35. Spatial environmental efficiency indicators in regional waste generation: a nonparametric approach. (2016). HALKOS, GEORGE ; Papageorgiou, George.
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  36. The influence of public subsidies on farm technical efficiency: A robust conditional nonparametric approach. (2016). de Witte, Kristof ; Minviel, Jean Joseph.
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  37. The good, the bad and the ugly? Balancing environmental and economic impacts towards efficiency. (2016). POLEMIS, MICHAEL ; HALKOS, GEORGE.
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  38. Green Economy Performance and Green Productivity Growth in China’s Cities: Measures and Policy Implication. (2016). Lin, Boqiang.
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  39. The Development of the Mozambican Banking Sector and Strategic Fit of Mergers and Acquisitions: A Two†Stage DEA Approach. (2016). Wanke, Peter ; Constantino, Dercio ; Abul, MD ; Barros, Carlos P.
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  40. The influence of public subsidies on farm technical efficiency: A robust conditional nonparametric approach. (2016). de Witte, Kristof ; Minviel, Jean Joseph.
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  41. Regional environmental performance and governance quality: a nonparametric analysis. (2015). Tzeremes, Nickolaos ; HALKOS, GEORGE ; Sundstrom, Aksel.
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  42. The enhanced Russell-based directional distance measure with undesirable outputs: Numerical example considering CO2 emissions. (2015). Managi, Shunsuke ; Chang, Ching-Cheng ; Hsu, Shih-Hsun ; Chen, Po-Chi ; Yu, Ming-Miin.
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  43. One- and multi-directional conditional efficiency measurement – Efficiency in Lithuanian family farms. (2015). Baležentis, Tomas ; Baleentis, Tomas ; de Witte, Kristof.
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  44. Efficiency dynamics in Indian banking: A conditional directional distance approach. (2015). Tzeremes, Nickolaos.
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  45. Efficiency assessment of primary care providers: A conditional nonparametric approach. (2015). Alonso-Moran, Edurne ; Nuo-Solinis, Roberto ; Arce, Regina Sauto ; Orueta, Juan F. ; Cordero, Jose Manuel.
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  46. Spatial environmental efficiency indicators in regional waste generation: A nonparametric approach. (2014). Papageorgiou, George ; HALKOS, GEORGE.
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  47. Carbon sensitive productivity, climate and institutions. (2014). Managi, Shunsuke ; Kumar, Surender.
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  48. Urbanization, Economic Development and Environmental Change. (2014). Ma, Yong ; Li, Shushu .
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  49. Public sector transparency and countries’ environmental performance: A nonparametric analysis. (2014). Tzeremes, Nickolaos ; HALKOS, GEORGE.
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  50. Directional distances and their robust versions: Computational and testing issues. (2014). Simar, Leopold ; Daraio, Cinzia.
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  51. Spatial environmental efficiency indicators in regional waste generation: A nonparametric approach. (2014). Papageorgiou, George ; HALKOS, GEORGE.
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  52. Efficiency assessment of primary care providers: A conditional nonparametric approach. (2013). CORDERO FERRERA, Jose Manuel, ; Solis, Roberto Nuo ; Arce, Regina Souto ; Orueta, Juan F. ; Moran, Edurne Alonso .
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  53. Environmental performance and quality of governance: A non-parametric analysis of the NUTS 1-regions in France, Germany and the UK. (2013). Tzeremes, Nickolaos ; HALKOS, GEORGE ; Sundstrom, Aksel .
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  54. An additive two-stage DEA approach creating sustainability efficiency indexes. (2013). Tzeremes, Nickolaos ; HALKOS, GEORGE.
    In: MPRA Paper.
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  55. Renewable energy consumption and economic efficiency: Evidence from European countries. (2013). Tzeremes, Nickolaos ; HALKOS, GEORGE.
    In: MPRA Paper.
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  56. Directional Distances and their Robust versions. Computational and Testing Issues. (2013). Simar, Leopold ; Daraio, Cinzia.
    In: DIAG Technical Reports.
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  18. Measuring the effect of Kyoto protocol agreement on countries’ environmental efficiency in CO 2 emissions: an application of conditional full frontiers. (2014). Tzeremes, Nickolaos ; HALKOS, GEORGE.
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  31. A response to comments on modeling undesirable factors in efficiency evaluation. (2005). Seiford, Lawrence ; Zhu, Joe.
    In: European Journal of Operational Research.
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  32. Trends in relationship lending and factors affecting relationship lending efficiency. (2002). Stanton, Kenneth R..
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  33. Output-input ratio analysis and DEA frontier. (2002). Ali, Agha Iqbal ; Chen, Yao.
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  34. Financial performance analysis of Ontario (Canada) Credit Unions: An application of DEA in the regulatory environment. (2002). Paradi, Joseph C. ; Pille, Peter.
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  35. Hospital Efficiency: An Empirical Analysis of District and Grant-in-Aid Hospitals in Gujarat. (2001). Bhat, Ramesh ; Bhushan, Verma Bharat ; Elan, Reuben .
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  36. Efficiency measurement of selected Australian and other international ports using data envelopment analysis. (2001). Tongzon, Jose .
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  37. Data envelopment scenario analysis for setting targets to electricity generating plants. (1999). Seiford, Lawrence ; Athanassopoulos, Antreas D. ; Lambroukos, Nikos.
    In: European Journal of Operational Research.
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  38. Identifying Excesses and Deficits in Chinese Industrial Productivity (1953-1990): a Weighted Data Envelopment Analysis Approach. (1998). Seiford, Lawrence ; Zhu, Joe ; Seifert, Lawrence M..
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  39. Stability regions for maintaining efficiency in data envelopment analysis. (1998). Seiford, Lawrence ; Zhu, Joe.
    In: European Journal of Operational Research.
    RePEc:eee:ejores:v:108:y:1998:i:1:p:127-139.

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  40. Measuring Port Efficiency: An Application of Data Envelopment Analysis. (1996). Poitras, Geoffrey ; Li, Hongyu ; Tongzen, Jose.
    In: MPRA Paper.
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  41. Changes in the efficiency of spanish public hospitals after the introduction of program-contracts. (1996). Lopez-Valcarcel, Beatriz Gonzalez ; Perez, Patricia Barber.
    In: Investigaciones Economicas.
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  42. Measuring the performance of hotel operations. (1996). Parkan, Celik .
    In: Socio-Economic Planning Sciences.
    RePEc:eee:soceps:v:30:y:1996:i:4:p:257-292.

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