This paper addresses a new model for the one-machine earliness-tardiness scheduling problem where jobs can be interrupted. Some dominance rules and a lower bound are derived. A new timing algorithm is also presented and a local search algorithm based on this timing algorithm permits the computation of good feasible solutions. We experimentally compare our timing algorithm with a previously published timing algorithm. The tests show that the execution time of the new timing algorithm is significantly faster, especially for large instances. The values of the solutions are compared to the lower bound. (C) 2008 Elsevier Ltd. All rights reserved.
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Ecole Natl Super Mines, Ctr Microelect Prov Georges Charpak, F-13541 Gardanne, FranceEcole Natl Super Mines, Ctr Microelect Prov Georges Charpak, F-13541 Gardanne, France
Detienne, Boris
Pinson, Eric
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Inst Appl Math, F-49008 Angers, FranceEcole Natl Super Mines, Ctr Microelect Prov Georges Charpak, F-13541 Gardanne, France
Pinson, Eric
Rivreau, David
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Inst Appl Math, F-49008 Angers, FranceEcole Natl Super Mines, Ctr Microelect Prov Georges Charpak, F-13541 Gardanne, France