How to cite this paper
Ghomi, H., Rahmani, M & Bafruei, M. (2019). A two-stage method for assessing the efficiency of the three-stage series network data envelopment analysis model with two feedback.Decision Science Letters , 8(3), 339-352.
Refrences
Adam Shariff Adli, A., Nur Izzati, J., Maznah, M. K., Kamal, M., & Nawawi, M. (2017). A two stage data envelopment analysis model with undesirable output. In Journal of Physics: Conference Series, 890(1), 1-5.
Ahlatcioglu, M., & Tiryaki, F. (2007). Interactive fuzzy programming for decentralized two-level linear fractional programming (DTLLFP) problems. Omega, 35(4), 432-450.
Amirteimoori, A., Toloie-Eshlaghi, A., & Homayoonfar, M. (2014). Efficiency measurement in Two-Stage network structures considering undesirable outputs. International Journal of Industrial Mathematics, 6(1), 65-71.
Ashrafi, A., Jaafar, A. B., & Lee, L. S. (2010). Two-stage data envelopment analysis: An enhanced Russell measure model. In International Conference on Business and Economics Research, 1, 34-38.
Ashrafi, A., Jaafar, A. B., Lee, L. S., & Abu Bakar, M. R. (2011). A Slacks-Based Measure of Efficiency in Two-Stage Data Envelopment Analysis. International Journal of Mathematical Analysis, 5(29), 1435-1444.
Bialas, W. F., & Karwan, M. H. (1984). Two-level linear programming. Management Science, 30(8), 1004-1020.
Candler, W., & Townsley, R. (1982). A linear two-level programming problem. Computers & Operations Research, 9(1), 59-76.
Charnes, A. and Cooper, W.W. (1962) Programming with linear fractional functionals. Naval Research Logistics Quarterly, 9(3-4), 181-186.
Cooper, W. W., Seiford, L. M., & Zhu, J. (2004). Data envelopment analysis. In Handbook on data envelopment analysis (pp. 1-39). Springer, Boston, MA.
Dantzig, G. (2016). Linear programming and extensions. Princeton university press.
Despotis, D. K., Sotiros, D., & Koronakos, G. (2016). A network DEA approach for series multi-stage processes. Omega, 61(2016), 35-48.
Drury, C. (2006). Cost and management accounting: an introduction. Cengage Learning EMEA.
Ebrahimnejad, A., Tavana, M., Lotfi, F. H., Shahverdi, R., & Yousefpour, M. (2014). A three-stage data envelopment analysis model with application to banking industry. Measurement, 49(2014), 308-319.
Fernandes, F. D. S., Stasinakis, C., & Bardarova, V. (2018). Two-stage DEA-Truncated Regression: Application in banking efficiency and financial development. Expert Systems with Applications, 96, 284-301.
Halkos, G. E., Tzeremes, N. G., & Kourtzidis, S. A. (2014). A unified classification of two-stage DEA models. Surveys in Operations Research and Management Science, 19(1), 1-16.
Kao, C. (2006). Interval efficiency measures in data envelopment analysis with imprecise data. European Journal of Operational Research, 174(2), 1087-1099.
Kao, C. (2014). Network data envelopment analysis: A review. European Journal of Operational Research, 239(1), 1-16.
Kao, C., & Liu, S. T. (2003). A mathematical programming approach to fuzzy efficiency ranking. International Journal of Production Economics, 86(2), 145-154.
Kao. C. (2017). Network Data Envelopment Analysis: Foundations and Extensions. Springer.
Li, H., Chen, C., Cook, W. D., Zhang, J., & Zhu, J. (2018). Two-stage network DEA: Who is the leader?. Omega, 74, 15-19.
Li, X. (2017). A fair evaluation of certain stage in a two-stage structure: revisiting the typical two-stage DEA approaches. Omega, 68, 155-167.
Liang, L., Li, Z. Q., Cook, W. D., & Zhu, J. (2011). Data envelopment analysis efficiency in two-stage networks with feedback. IIE Transactions, 43(5), 309-322.
Lim, S., & Zhu, J. (2018). Primal-dual correspondence and frontier projections in two-stage network DEA models. Omega. https://doi.org/10.1016/j.omega.2018.06.005
Nabahat, M. (2015). Two-Stage DEA with Fuzzy Data. International Journal of Applied, 5(1), 51-61.
Sakawa, M., & Nishizaki, I. (2001). Interactive fuzzy programming for two-level linear fractional programming problems. Fuzzy Sets and Systems, 119(1), 31-40.
Sakawa, M., & Nishizaki, I. (2002). Interactive fuzzy programming for two-level nonconvex programming problems with fuzzy parameters through genetic algorithms. Fuzzy Sets and Systems, 127(2), 185-197.
Seiford, L. M., & Zhu, J. (1999). Profitability and marketability of the top 55 US commercial banks. Management Science, 45(9), 1270-1288.
Shenoy, G. V. (2007). Linear programming: methods and applications. New Age International.
Shewell, P., & Migiro, S. (2016). Data envelopment analysis in performance measurement: A critical analysis of the literature. Problems and Perspectives in Management, 14(3), 705-713.
Tavana, M., & Khalili-Damghani, K. (2014). A new two-stage Stackelberg fuzzy data envelopment analysis model. Measurement, 53, 277-296.
Wang, C. H., Gopal, R. D., & Zionts, S. (1997). Use of data envelopment analysis in assessing information technology impact on firm performance. Annals of operations Research, 73, 191-213.
Wanke, P., & Barros, C. (2014). Two-stage DEA: An application to major Brazilian banks. Expert Systems with Applications, 41(5), 2337-2344.
Xie, F., Butt, M. M., & Li, Z. (2017). A feasible flow-based iterative algorithm for the two-level hierarchical time minimization transportation problem. Computers & Operations Research, 86, 124-139.
Ahlatcioglu, M., & Tiryaki, F. (2007). Interactive fuzzy programming for decentralized two-level linear fractional programming (DTLLFP) problems. Omega, 35(4), 432-450.
Amirteimoori, A., Toloie-Eshlaghi, A., & Homayoonfar, M. (2014). Efficiency measurement in Two-Stage network structures considering undesirable outputs. International Journal of Industrial Mathematics, 6(1), 65-71.
Ashrafi, A., Jaafar, A. B., & Lee, L. S. (2010). Two-stage data envelopment analysis: An enhanced Russell measure model. In International Conference on Business and Economics Research, 1, 34-38.
Ashrafi, A., Jaafar, A. B., Lee, L. S., & Abu Bakar, M. R. (2011). A Slacks-Based Measure of Efficiency in Two-Stage Data Envelopment Analysis. International Journal of Mathematical Analysis, 5(29), 1435-1444.
Bialas, W. F., & Karwan, M. H. (1984). Two-level linear programming. Management Science, 30(8), 1004-1020.
Candler, W., & Townsley, R. (1982). A linear two-level programming problem. Computers & Operations Research, 9(1), 59-76.
Charnes, A. and Cooper, W.W. (1962) Programming with linear fractional functionals. Naval Research Logistics Quarterly, 9(3-4), 181-186.
Cooper, W. W., Seiford, L. M., & Zhu, J. (2004). Data envelopment analysis. In Handbook on data envelopment analysis (pp. 1-39). Springer, Boston, MA.
Dantzig, G. (2016). Linear programming and extensions. Princeton university press.
Despotis, D. K., Sotiros, D., & Koronakos, G. (2016). A network DEA approach for series multi-stage processes. Omega, 61(2016), 35-48.
Drury, C. (2006). Cost and management accounting: an introduction. Cengage Learning EMEA.
Ebrahimnejad, A., Tavana, M., Lotfi, F. H., Shahverdi, R., & Yousefpour, M. (2014). A three-stage data envelopment analysis model with application to banking industry. Measurement, 49(2014), 308-319.
Fernandes, F. D. S., Stasinakis, C., & Bardarova, V. (2018). Two-stage DEA-Truncated Regression: Application in banking efficiency and financial development. Expert Systems with Applications, 96, 284-301.
Halkos, G. E., Tzeremes, N. G., & Kourtzidis, S. A. (2014). A unified classification of two-stage DEA models. Surveys in Operations Research and Management Science, 19(1), 1-16.
Kao, C. (2006). Interval efficiency measures in data envelopment analysis with imprecise data. European Journal of Operational Research, 174(2), 1087-1099.
Kao, C. (2014). Network data envelopment analysis: A review. European Journal of Operational Research, 239(1), 1-16.
Kao, C., & Liu, S. T. (2003). A mathematical programming approach to fuzzy efficiency ranking. International Journal of Production Economics, 86(2), 145-154.
Kao. C. (2017). Network Data Envelopment Analysis: Foundations and Extensions. Springer.
Li, H., Chen, C., Cook, W. D., Zhang, J., & Zhu, J. (2018). Two-stage network DEA: Who is the leader?. Omega, 74, 15-19.
Li, X. (2017). A fair evaluation of certain stage in a two-stage structure: revisiting the typical two-stage DEA approaches. Omega, 68, 155-167.
Liang, L., Li, Z. Q., Cook, W. D., & Zhu, J. (2011). Data envelopment analysis efficiency in two-stage networks with feedback. IIE Transactions, 43(5), 309-322.
Lim, S., & Zhu, J. (2018). Primal-dual correspondence and frontier projections in two-stage network DEA models. Omega. https://doi.org/10.1016/j.omega.2018.06.005
Nabahat, M. (2015). Two-Stage DEA with Fuzzy Data. International Journal of Applied, 5(1), 51-61.
Sakawa, M., & Nishizaki, I. (2001). Interactive fuzzy programming for two-level linear fractional programming problems. Fuzzy Sets and Systems, 119(1), 31-40.
Sakawa, M., & Nishizaki, I. (2002). Interactive fuzzy programming for two-level nonconvex programming problems with fuzzy parameters through genetic algorithms. Fuzzy Sets and Systems, 127(2), 185-197.
Seiford, L. M., & Zhu, J. (1999). Profitability and marketability of the top 55 US commercial banks. Management Science, 45(9), 1270-1288.
Shenoy, G. V. (2007). Linear programming: methods and applications. New Age International.
Shewell, P., & Migiro, S. (2016). Data envelopment analysis in performance measurement: A critical analysis of the literature. Problems and Perspectives in Management, 14(3), 705-713.
Tavana, M., & Khalili-Damghani, K. (2014). A new two-stage Stackelberg fuzzy data envelopment analysis model. Measurement, 53, 277-296.
Wang, C. H., Gopal, R. D., & Zionts, S. (1997). Use of data envelopment analysis in assessing information technology impact on firm performance. Annals of operations Research, 73, 191-213.
Wanke, P., & Barros, C. (2014). Two-stage DEA: An application to major Brazilian banks. Expert Systems with Applications, 41(5), 2337-2344.
Xie, F., Butt, M. M., & Li, Z. (2017). A feasible flow-based iterative algorithm for the two-level hierarchical time minimization transportation problem. Computers & Operations Research, 86, 124-139.