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On scheduling with earliest starts and due dates on a group of identical machines. (English) Zbl 0322.90029

MSC:
90B35 Deterministic scheduling theory in operations research
90C10 Integer programming
65K05 Numerical mathematical programming methods
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[1] Balas, Operations Res. 17 pp 941– (1969)
[2] Bratley, Nav. Res. Log. Quart. 18 pp 511– (1971)
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[5] Charlton, Operations Res. 18 pp 689– (1970)
[6] and , ”The One-Machine Sequencing Problem with Early Start and Due Dates,” Technical Report, University of Illinois at Urbana-Champaign (Apr. 1972).
[7] , and , ”An Implicit Enumeration Algorithm for Complex JobShop Problems,” Département d’Informatique de I’Université de Montréal, Publication No. 102 (Juil. 1972). To appear in the International Journal of Production Research, 1975.
[8] Florian, Management Science: Applications 17 pp 782– (1971)
[9] and , ”Les problémes d’ordonnancement avec contraintes disjonctives”, SEMA, Direction Scientifique, document technique, No. 23 (Dec. 1971).
[10] ”Obtaining Optimal Solutions to Resource Constrained Network Scheduling Problems,” Center for Mathematical Studies in Business and Economics Reports, University of Chicago (Sept. 1970).
[11] Schrage, Operations Research 18 pp 263– (1970)
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