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Multiprocessor Scheduling Part 2

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Tham khảo tài liệu 'multiprocessor scheduling part 2', kỹ thuật - công nghệ, cơ khí - chế tạo máy phục vụ nhu cầu học tập, nghiên cứu và làm việc hiệu quả | 20 Multiprocessor Scheduling Theory and Applications J.Y.-T. Leung ed. 2004 . Handbook of Scheduling Algorithms Models and Performance Analysis Chapman Hall CRC Boca Raton. E.M. Livshits Z.N. Mikhailetsky and E.V. Chervyakov 1974 . A scheduling problem in an automated flow line with an automated operator Computational Mathematics and Computerized Systems Charkov USSR 5 151-155 Russian . M.A. Manier and C. Bloch 2003 . A classification for hoist scheduling problems International Journal of Flexible Manufacturing Systems 15 37-55. H. Matsuo J.S. Shang R.S. Sullivan 1991 . A crane scheduling problem in a computer- integrated manufacturing environment Management Science 17 587-606. S.T. McCormick M.L. Pinedo S. Shenker B. Wolf 1989 . Sequencing in an assembly line with blocking to minimize cycle time Operations Research 37 925-935. M. Middendorf and V. Timkovsky 2002 . On scheduling cycle shops classification complexity and approximation Journal of Scheduling 5 2 135-169. L. W. Phillips and P.S. Unger 1976 . Mathematical programming solution of a hoist scheduling progrm AIIE Transactions 8 2 219-225. M. Pinedo 2001 . Scheduling Theory Algorithms and Systems Prentice Hal N.J. C. Ramchandani 1973 . Analysis of asynchronous systems by timed Petri nets PhD Thesis MIT Technological Report 120 MIT. R. Reiter 1968 . Scheduling parallel computations Journal of ACM 15 4 590-599. I. V. Romanovskii 1967 . Optimization of stationary control of a discrete deterministic process Kybernetika Cybernetics v.3 no.2 pp. 66-78. R. O. Roundy 1992 . Cyclic schedules for job-shops with identical jobs Mathematics of Operations Research 17 November 842-865. J. -W.Seo and T.-E.Lee 2002 . Steady-state analysis and scheduling of cycle job shops with overtaking The International Journal of Flexible Manufacturing Systems 14 291-318. P. Serafini W. Ukovich 1989 . A mathematical model for periodic scheduling problems SIAM Journal on Discrete Mathematics 2 550-581. S. P. Sethi C. Sriskandarajah G. .