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This paper is devoted to the following version of the single machine preemptive scheduling problem of minimizing the weighted number of late jobs. A processing time, a release date, a due date and a weight of each job are given. Certain jobs are specified to be completed in time, i.e., their due dates are assigned to be deadlines, while the other jobs are allowed to be completed after their due dates. The release/due date intervals are nested, i.e., no two of them overlap (either they have at most...
This paper is devoted to the following version of the single machine
preemptive scheduling problem of minimizing the weighted number of late
jobs. A processing time, a release date, a due date and a weight of each
job are given. Certain jobs are specified to be completed in time, ,
their due dates are assigned to be deadlines, while the other jobs are
allowed to be completed after their due dates. The release/due date
intervals are nested, , no two of them overlap (either they have at most...
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