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In this note, we show that no FPTAS exists for the two-machine, common due date case, unless P = NP.
This algorithm can be used for solving other problems such as minimizing completion time deviation from a common due date.
This paper deals with the total weighted tardiness minimization with a common due date on a single machine.
The algorithm can be applied to the weighted version of the order scheduling problem with a common due date.
This paper considers the scheduling problem of minimizing earliness tardiness (E/T) on a single batch processing machine with a common due date.
For the problem to minimize the weighted number of tardy jobs under a common due date, we show that it is binary NP-hard and provide a polynomial-time algorithm when the jobs have a common weight.
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The problem has common due-date for all jobs, and effects of learning and deterioration are considered simultaneously.
The most common ones are: Your due date passed one or two weeks ago, and your water hasn't broken.
In this paper, we study a scheduling problem of minimizing the total completion time on a single machine where the processing time of a job is a step function of its starting time and a due date that is common to all jobs.
(Reinertsen & Vossen 2010) considered the problem of cutting stock problems with due date while addressing common cutting considerations, such as aggregation of orders, multiple stock lengths and cutting different types of material on the same machine.
MEC within the United Kingdom (UK) is common due to airstrikes and subsequent weapons use dating from WWII.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com