Prof. Liang Liang

School of Management

Hefei University of Technology, China

Email: lliang@hfut.edu.cn

Qualifications

1991 Ph.D., System Engineering, Southeast University, China

1987 M.S., Computer Science, Hefei Polytechnic University, China
1982 B.S., Automatic Control, Hefei Polytechnic University, China

Publications(Selected)

1. Liang Liang; An, Qingxian; Yan, Hong; Wu, Jie (2016) Internal resource waste and centralization degree in two-stage systems: An efficiency analysis, Omega, 61: 89-99.
2. Liang Liang; Wang, Xihui; Wu, Yunfei (2016) Service outsourcing and disaster response methods in a relief supply chain, Annals of Operations Research, 240(2): 471-487.
3. Liang Liang; Zhang, Baofeng; Wu, Desheng (2016) Supply Chain Loss Averse Newsboy Model With Capital Constraint, IEEE TRANSACTIONS ON SMC, 46(5): 646-658.
4. Liang Liang; An, Qingxian; Chen, Haoxun; Wu, Jie (2015) Measuring slacks-based efficiency for commercial banks in China by using a two-stage DEA model with undesirable output, Annals of Operations Research, 235(1): 13-35.
5. Liang Liang; Feng, Chenpeng; Chu, Feng; Ding, Jingjing (2015) Carbon Emissions Abatement (CEA) allocation and compensation schemes based on DEA, Omega, 53: 78-89.
6. Liang Liang; Y. Li, Y. Chen, and J. Xie (2012) DEA models for extended two-stage network structures, Omega, 40(5): 611-618.
7. Liang Liang; Li, Z.; Cook, W. D.; Zhu, J. (2011) DEA Efficiency in Two-Stage Networks with Feed Back, IIE Transactions, 43: 309-322.
8. Liang Liang; Chen, Y. (2011) Super-efficiency DEA in the presence of infeasibility: One model approach, European Journal of Operational Research, 213(1): 359–360.
9. Liang Liang; Cook, W. D. and J. Zhu (2010) Measuring performance of two-stage network structures by DEA: A review and future perspective, Omega, 38(6): 423-430.
10. Liang Liang; Y. Li, F. Yang and Z. Hua (2009) Allocating the fixed cost as a complement of other cost inputs: A DEA approach, European Journal of Operational Research, 197(1): 389-401.
11. Liang Liang; Pan, K.; K. K. Lai and S. C. H. Leung (2009) Two-period pricing and ordering policy for the dominant retailer in a two-echelon supply chain with demand uncertainty, Omega, 37(4): 919-929.
12. Liang Liang, J. Wu, W. D. Cook and J. Zhu (2008) The DEA game cross-efficiency model and its Nash equilibrium, Operations research, 56(5): 1278-1288.
13. Liang Liang; Cook, WD; Zhu, J. (2008) DEA models for two-stage processes: Game approach and efficiency decomposition, Naval Research Logistics, 55(7): 643-653.
14. Liang Liang; Hua, Z.; Y. Bian (2007) Eco-efficiency analysis of paper mills along the Huai river: An extended DEA approach, Omega, 35(5): 578-587.
15. Liang Liang, F. Yang, W. D. Cook and J. Zhu (2006) DEA models for supply chain efficiency evaluation, Annals of Operations Research, 145(1): 35-49.
16. Liang Liang; Lau, J. S. K.; Huang, G. Q.; Mak, H. K. L. (2006) Agent-based modeling of supply chains for distributed scheduling, IEEE Transactions on SMC Part A-Systems and Humans, 36(5): 847-861.
17. Liang Liang; Huang, G. Q. and X. Y. Zhang (2005) Towards integrated optimal configuration of platform products, manufacturing processes, and supply chains, Journal of Operations Management, 23(3-4): 267-290.