[1] Germs R.Order Acceptance and Scheduling Policies for a Make-to-order Environment with Family-dependent Lead and Batch Setup Times[J]. International Journal of Production Research (S0020-7543), 2013, 51(3): 940-951. [2] 冯大光, 唐立新. 工件具有不同尺寸单台批处理机的调度问题[J]. 控制工程, 2011, 18(3): 420-423. (Feng Daguang, Tang Lixin.Research on the Scheduling of Single Batching Machine with Non-identical Job Size[J]. Control Engineering of China, 2011,18(3) : 420-423.) [3] Uzsoy R.Scheduling a Single Batch Processing Machine with Non-identical Job Sizes[J]. International Journal of Production Research (S0020-7543), 1994, 32(7): 1615-1635. [4] Dupont L, Dhaenens-Flipo C.Minimizing the Makespan on a Batch Machine with Non-identical Job Sizes: An Exact Procedure[J]. Computers & Operations Research (S0305-0548), 2002, 29(7): 807-819. [5] Melouk S, Damodaran P, Chang P Y.Minimizing Makespan for Single Machine Batch Processing with Non-identical Job Sizes Using Simulated Annealing[J]. International Journal of Production Economies (S0925-5273), 2004, 87(2): 141-147. [6] Damodaran P, Manjeshwar P K, Srihari K.Minimizing Makespan on a Batch-processing Machine with Non-identical Job Sizes Using Genetic Algorithms[J]. International Journal of Production Economics (S0925-5273), 2006, 103(2): 882-891. [7] 谭琦, 陈华平, 杜冰, 等. 面向两客户的差异工件单机批调度问题[J]. 系统仿真学报, 2013, 25(5): 975-982. (Tan Qi, Chen Huaping, Du Bing, et al.Two-customer Single Batch-processing Machine with Non-identical Job Sizes[J]. Journal of System Simulation (S1004-731X), 2013, 25(5): 975-982.) [8] Sizes Azimzadeh F, Palizban H A, Romagnoli J A.Online Optimal Control of a Batch Fermentation Process Using Multiple Model Approach[C]// IEEE Conference on Decision & Control, Tampa, Florida. USA: IEEE, 1998: 455-460. [9] Tajan J B C, Sivakumar A L, Gershwin, et al. Control of a Single Batch Processor with Incompatible Job Families and Future Job Arrivals[J]. Semiconductor Manufacturing (S0894-6507), 2011, 24(2): 208-222. [10] Fu R Y, Tian J, Yuan J J, et al.Online Scheduling on an Unbounded Parallel-batch Machine and a Standard Machine to Minimize Makespan[J]. Information Processing Letters (S0020-0190), 2014, 114(4): 179-184. [11] Chen H P, Du B, Huang G Q.Metaheuristics to minimise makespan on parallel batch processing machines with dynamic job arrivals[J]. International Journal of Computer Integrated Manufacturing (S0951-192X), 2010, 23(10): 942-956. [12] 李小林, 杜冰, 谭琦, 等. 分布式环境下批处理机调度启发式算法求解[J]. 系统工程学报, 2012, 27(1): 99-110. (Li Xiaolin, Du Bing, Tan Qi, et al.Metaheuristics for scheduling batch processing machines in distributed environment[J]. Journal of Systems Engineering, 2012, 27(1): 99-110.) [13] Zhou S C, Chen H P, Xu R, et al.Minimising makespan on a single batch processing machine with dynamic job arrivals and non-identical job sizes[J]. International Journal of Production Research (S0020-7543), 2014, 52(8): 2258-2274. [14] 胡鸿韬, 江志斌, 陈侃. 半导体芯片制造混合调度方法[J]. 上海交通大学学报, 2009, 43(3): 460-464. (Hu Hongtao, Jiang Zhibin, Chen Kan.Composite scheduling method in semiconductor wafer fabrication[J]. Journal of Shanghai Jiaotong University, 2009, 43(3): 460-464.) [15] Matsui M.A Generalized Model of Convey-serviced Production Station (CSPS)[J]. Journal of Japan Industrial Management Association (S1342-2618), 1993, 44(1): 25-32. [16] Matsui M.CSPS Model: Look-ahead Controls and Physics[J]. International Journal of Production Research (S0020-7543), 2005, 43(10): 2001-2025. [17] Tang H, Arai T.Look-ahead Control of Conveyor- serviced Production Station by Using Potential-based Online Policy Iteration[J]. International Journal of Control (S0020-7179), 2009, 82(10): 1917-1928. [18] Cao X R.Semi-Markov Decision Problems and Performance Sensitivity Analysis[J]. IEEE Transactions on Automatic Control (S0018-9286), 2003, 48(5): 758-769. |