1McKay K N, Buzacott J A, Safayeni F R. The Scheduler's Knowledge of Uncertainty [M]. Amsterdam, North-Holland: Elsevier, 1989. 171-189.
2O'Donovan R, Uzsoy R, McKAY K N. Predictable scheduling of a single machine with breakdowns and sensitive jobs [J]. International Journal of Production Research,1999, 37: 4217-4233.
3Wu S D, Storer R H, Chang P C. One machine rescheduling heuristics with efficiency and stability as criteria [J]. Comput Ops Res, 1993, 20: 1- 14.
4Federgruen A, Mosheiov G. Single machine scheduling problems with general breakdowns, earliness and tardiness costs [J]. Operations Research, 1997, 45(1): 66- 71.
5Koza J R. Genetic Programming [M]. Cambridge, MA:MIT Press, 1992.
6Banzhaf W, Nordin P, Keller R E, et al. Genetic Programming [M]. San Francisco, CA: Morgan Kauffman,1998.
3Tang Qiuhua, Li Jie, Floudas C A. Optimization framework for process scheduling of operation-de- pendent automobile assembly lines[J]. Optimization Letters, 2012,6(4) :797-824.
4Balin S. Parallel machine scheduling with fuzzy processing times using a robust genetic algorithm and simulation[J]. Information Sciences, 2011, 181 (17): 3551-3569.
5Ierapetritou M G, Pistikopoulos E N, Floudas C A Operational planning under uncertainty [J]. Com puters & Chemical Engineering, 1996, 20 (12): 1499-1516.
6Lu Chung-Cheng, Lin Shih-Wei, Ying Kuo-Ching. Robust scheduling on a single machine to minimize total flow time[J]. Computers & Operations Research, 2012, 39(7): 1682-1691.
7Bertsimas D, Pachamanova D, Sim M. Robust linear optimization under general norms[J]. Operations Research Letters,2004, 32: 510-516.
8Bertsimas D, Sim M. Robust discrete optimization and network flows[J]. Math Program, 2003, Ser B 98: 49-71.
9Ghaoui L E, Oustry F, Lebret H. Robust solutions to uncertain semidefinite programs [J]. Society for Industrial and Applied Mathematics, 1998, 9 (1) : 33-52.
10Gokcen H, Erel E. Binary integer formulation for mixed-model assembly line balancing problem[J]. Computers & Industrial Engineering,1998, 34(2) 451-461.
