Response time variability
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Publication:880584
DOI10.1007/s10951-006-0002-8zbMath1154.90433OpenAlexW2157829871MaRDI QIDQ880584
Natalia Moreno Palli, Albert Corominas, Wiesław X. Kubiak
Publication date: 15 May 2007
Published in: Journal of Scheduling (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1007/s10951-006-0002-8
HeuristicsCombinatorial optimisationIsochronous applicationsMixed-model assembly linesResponse time variability
Related Items (15)
Minimising maximum response time ⋮ The weighted fair sequences problem ⋮ Perfect periodic scheduling for three basic cycles ⋮ An efficient implementation of a VNS heuristic for the weighted fair sequences problem ⋮ Using aggregation to reduce response time variability in cyclic fair sequences ⋮ A branch and bound algorithm for the response time variability problem ⋮ Introducing dynamic diversity into a discrete particle swarm optimization ⋮ Solving symmetric mixed-model multi-level just-in-time scheduling problems ⋮ Solving the response time variability problem by means of a psychoclonal approach ⋮ Level scheduling for batched JIT supply ⋮ Hyper-heuristic approaches for the response time variability problem ⋮ Sequencing mixed-model assembly lines: survey, classification and model critique ⋮ The product rate variation problem and its relevance in real world mixed-model assembly lines ⋮ Solving the response time variability problem by means of a genetic algorithm ⋮ Mathematical programming modeling of the response time variability problem
Cites Work
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- The scheduling of maintenance service
- On small deviations conjecture
- Minimizing variation of production rates in just-in-time systems: A survey
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- Multimodularity, Convexity, and Optimization Properties
- A Note on “Level Schedules for Mixed-Model Assembly Lines in Just-in-Time Production Systems”
- Level Schedules for Mixed-Model, Just-in-Time Processes
- Distance-constrained scheduling and its applications to real-time systems
- A Note on the Relation between the Product Rate Variation (PRV) Problem and the Apportionment Problem
- Minimizing Service and Operation Costs of Periodic Scheduling
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