On the assignment of optimal due dates

On the assignment of optimal due dates

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Article ID: iaor1988531
Country: United Kingdom
Volume: 40
Issue: 1
Start Page Number: 93
End Page Number: 95
Publication Date: Jan 1989
Journal: Journal of the Operational Research Society
Authors: ,
Abstract:

In a recent paper, Quaddrus presents a linear programming analysis for assigning an optimal due date to n independent jobs. The criterion treated in the model is the minimization of total penalty cost, where for each job, penalties are assessed on earliness, tardiness and due-date allowance. Quaddus considers job-dependent penalties, thereby generalizing models addressed by other authors, but neglects the sequencing aspect of the problem. As a consequence, the examples are not completely optimized. In this note the authors offer an alternative proof of the Quaddus result, without relying on duality theory, and they show how Quaddus’ examples fall short of optimizing the total penalty.

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