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Single-machine scheduling with uncertain durations for optimizing service logistics with one truck to n supermarkets S1, S2,..., Sn. We propose to use the following additional criterion: to find

Single machine scheduling problem with interval processing times and total completion time objective

The optimality region for a single-machine scheduling problem with bounded durations of the jobs and the total completion time оbjective

Minimizing total flow time under uncertainty using optimality and stability boxes

The optimality box in uncertain data for minimizing the sum of the weighted completion times of the given jobs completion time of the n jobs, a weight being associated with each given job. We use the optimality box as a

Minimizing total weighted flow time of a set of jobs with interval processing times. The scheduling objective is to minimize the total weighted flow time of all n jobs, where there is a weight

Stability polyhedra of optimal permutation of jobs servicing of n customers by a single server, provided that the duration of jobs servicing may assume any real

Sequencing jobs with uncertain processing times and minimizing the weighted total flow time in polynomial time of the number n=|J| of jobs. If there is no a domination within some subset of set J

Minimizing total weighted completion time with uncertain data: a stability approach the total weighted completion time for the n jobs. As a solution concept to such a scheduling problem

Sequence-dependent setup and removal times in a two-machine job-shop with minimizing the schedule length) for processing n jobs on two machines with sequence-dependent setup and removal times. The processing of each job

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