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- W2034711976 abstract "Abstract The problem of minimizing the mean squared deviation (MSD) of completion times from a common due date in both unconstrained and constrained cases is addressed. It is shown that the unconstrained MDS function is unimodal for n ≤ 6, where n is the number of jobs. The constrained case is shown to be unimodular for n ≤ 3, The unconstrained case is shown, by counterexample, not to be unimodular for n = 8. The constrained case is shown not to be unimodular for n = 5. For the unimodular cases, a proposed search routine can find the optimum solution in less than three CPU seconds for n = 100. It provides an excellent heuristic solution otherwise. Computational results are shown in both cases." @default.
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- W2034711976 date "1996-09-01" @default.
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- W2034711976 title "Minimizing the mean squared deviation from a common due date: unconstrained and constrained cases" @default.
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- W2034711976 doi "https://doi.org/10.1080/09537289608930378" @default.
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