مرور Volume 10, special issue on scheduling بر اساس عنوان
در حال نمایش موارد 1 - 5 از 5
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A mathematical model for sustainable probabilistic network design problem with construction scheduling considering social and environmental issues
(Iranian Institute of Industrial Engineering, 2017-11-01)Recent facility location allocation problems are engaged with social, environmental and many other aspects, besides cost objectives.Obtaining a sustainable solution for such problems requires development of new mathematical ...
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A Multi-objective optimization model for project scheduling with time-varying resource requirements and capacities
(Iranian Institute of Industrial Engineering, 2017-11-01)Proper and realistic scheduling is an important factor of success for every project. In reality, project scheduling often involves several objectives that must be realized simultaneously, and faces numerous uncertainties ...
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A novel mathematical model for a hybrid flow shop scheduling problem under buffer and resource limitations-A case study
(Iranian Institute of Industrial Engineering, 2017-11-01)Scheduling problems play a big role in manufacturing and planning the production for increasing the production efficiency and assigning the resources to operations. Furthermore, in many manufacturing systems there is a ...
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Particle swarm optimization for minimizing total earliness/tardiness costs of two-stage assembly flowshop scheduling problem in a batched delivery system
(Iranian Institute of Industrial Engineering, 2017-11-01)This paper considers a two-stage assembly flow shop scheduling problem. When all parts of each product are completed in the first stage, they are assembled into a final product on an assembly machine in the second stage. ...
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Solving a nurse rostering problem considering nurses preferences by graph theory approach
(Iranian Institute of Industrial Engineering, 2017-11-01)Nurse Rostering Problem (NRP) or the Nurse Scheduling Problem (NSP) is a complex scheduling problem that affects hospital personnel on a daily basis all over the world and is known to be NP-hard.The problem is to decide ...
