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- W2106898833 abstract "We consider the problem of scheduling n jobs on a single machine that is continuously available from time zero onward and that can handle no more than one job at a time. Each job requires processing during a given positive uninterrupted time. The cost of each job is measured by K ( K =2, 3) nondecreasing penalty functions; the quality of a schedule is computed on the basis of K performance criteria, the k th one being given by the maximum value of the k th penalty function over all jobs. We wish to minimize an objective function that is a nondecreasing function of these K performance criteria. We present a polynomial algorithm for both problems and we show that these can also be used if precedence constraints exist between the jobs or if all penalty functions are nonincreasing in the job completion times." @default.
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- W2106898833 date "1996-09-01" @default.
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- W2106898833 title "Single-Machine Scheduling to Minimize a Function of Two or Three Maximum Cost Criteria" @default.
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- W2106898833 doi "https://doi.org/10.1006/jagm.1996.0051" @default.
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