Search results for "Scheduling"

showing 10 items of 275 documents

Hydropower Optimization Using Deep Learning

2019

This paper demonstrates how deep learning can be used to find optimal reservoir operating policies in hydropower river systems. The method that we propose is based on the implicit stochastic optimization (ISO) framework, using direct policy search methods combined with deep neural networks (DNN). The findings from a real-world two-reservoir hydropower system in southern Norway suggest that DNNs can learn how to map input (price, inflow, starting reservoir levels) to the optimal production pattern directly. Due to the speed of evaluating the DNN, this approach is from an operational standpoint computationally inexpensive and may potentially address the long-standing problem of high dimension…

Mathematical optimizationMarkov chainArtificial neural networkbusiness.industryComputer science020209 energyDeep learning0208 environmental biotechnologyScheduling (production processes)02 engineering and technologyInflow020801 environmental engineering0202 electrical engineering electronic engineering information engineeringProduction (economics)Stochastic optimizationArtificial intelligencebusinessHydropower
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Non-dominated “trade-off” solutions in television scheduling optimization

2014

The main approaches for the television scheduling design are commonly based on the ratings or revenues maximization objective, and thus, only a single optimal solution can be obtained, corresponding to the best result for the considered objective. Therefore, these approaches lead up to the alternative solutions loss which, even if less effective from the ratings or revenues maximization viewpoint, may be more suitable for the decision maker because of better compromise in relation to factors influencing the decision process. Specifically, such a compromise could be achieved through a suitable “trade-off” between these factors, with reference to the decision context in which the decision mak…

Mathematical optimizationOperations researchRelation (database)Computer scienceStrategy and ManagementCompromisemedia_common.quotation_subjecttelevision scheduling designtelevision scheduling costsScheduling (production processes)integer mathematical programming modelMaximizationManagement Science and Operations ResearchMulti-objective optimizationComputer Science Applicationstelevision ratings forecastmulti-objective optimizationOrder (exchange)Management of Technology and InnovationBusiness and International ManagementSettore ING-IND/16 - Tecnologie E Sistemi Di LavorazioneInteger (computer science)media_commonCommunication channel
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Simultaneous Airline Scheduling

2008

Currently, there are no solution approaches available to construct and optimize airline schedules within a single model. All existing approaches decompose the problem into smaller and less complex subproblems and solve those subproblems separately. This chapter presents a metaheuristic for simultaneous airline scheduling where several different subproblems are integrated into one single optimization model, except for crew scheduling. The problem-specific metaheuristic uses an adaptive procedure for operator selection to allow an efficient choice between a variety of different operators. Experiments are conducted as proof-of-concept and to calibrate free parameters. Comparing different searc…

Mathematical optimizationOperator (computer programming)Single modelJob shop schedulingComputer scienceScheduling (production processes)MetaheuristicCrew schedulingAdaptive procedureFree parameter
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Some Aspects Regarding the Application of the Ant Colony Meta-heuristic to Scheduling Problems

2010

Scheduling is one of the most complex problems that appear in various fields of activity, from industry to scientific research, and have a special place among the optimization problems In our paper we present the results of our computational study i.e an Ant Colony Optimization algorithm for the Resource-Constrained Project Scheduling Problem that uses dynamic pheromone evaporation.

Mathematical optimizationOptimization problemComputer scienceNurse scheduling problemAnt colony optimization algorithmsMeta heuristicAnt colonyComputingMethodologies_ARTIFICIALINTELLIGENCEMembrane computingMetaheuristicScheduling (computing)
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General Concepts in Metaheuristic Search

2017

Metaheuristics have become a very popular family of solution methods for optimization problems because they are capable of finding “acceptable” solutions in a “reasonable” amount of time. Most optimization problems in practice are too complex to be approached by exact methods that can guarantee finding global optimal solutions. The time required to find and verify globally optimal solutions is impractical in most applications. An entire computational theory, which we will not discussed here, has been developed around problem complexity. It suffices to say that it is now known that the great majority of the optimization problems found in practice fall within a category that makes them “compu…

Mathematical optimizationOptimization problemComputer scienceTheory of computationSearch-based software engineeringGuided Local SearchMetaheuristicTabu searchParallel metaheuristicScheduling (computing)
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A comparison of different solution approaches to the vehicle scheduling problem in a practical case

2000

Abstract The Vehicle Scheduling Problem (VSP) consists in assigning a set of scheduled trips to a set of vehicles, satisfying a set of constraints and optimizing an objective function. A wide literature exists for the VSP, but usually not all the practical requirements of the real cases are taken into account. In the present paper a practical case is studied, and for it a traditional method is tailored and two innovative heuristics are developed. As the problem presents a multicriteria nature, each of the three algorithms adopts a different approach to multicriteria optimization. Scalarization of the different criteria is performed by the traditional algorithm. A lexicographic approach is f…

Mathematical optimizationOptimization problemGeneral Computer ScienceJob shop schedulingNurse scheduling problemModeling and SimulationGenetic algorithmOperational planningManagement Science and Operations ResearchHeuristicsMulti-objective optimizationAssignment problemMathematics
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Handling precedence constraints in scheduling problems by the sequence pair representation

2015

In this paper, we show that sequence pair (SP) representation, primarily applied to the rectangle packing problems appearing in the VLSI industry, can be a solution representation of precedence constrained scheduling. We present three interpretations of sequence pair, which differ in complexity of schedule evaluation and size of a corresponding solution space. For each interpretation we construct an incremental precedence constrained SP neighborhood evaluation algorithm, computing feasibility of each solution in the insert neighborhood in an amortized constant time per examined solution, and prove the connectivity property of the considered neighborhoods. To compare proposed interpretations…

Mathematical optimizationPrecedence diagram methodControl and Optimizationrectangle packing problemMultiprocessing0102 computer and information sciences02 engineering and technology01 natural sciencesScheduling (computing)0202 electrical engineering electronic engineering information engineeringDiscrete Mathematics and CombinatoricsschedulingComputer Science::Operating SystemsMathematicsVery-large-scale integrationAmortized analysisApplied MathematicsJob scheduling problemComputer Science ApplicationsComputational Theory and Mathematics010201 computation theory & mathematicsMetaheuristic algorithmsTheory of computation020201 artificial intelligence & image processingAlgorithmprecedence constraintssequence pairJournal of Combinatorial Optimization
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Reference point based multi-objective evolutionary algorithms for group decisions

2008

While in the past decades research on multi-objective evolutionary algorithms (MOEA) has aimed at finding the whole set of Pareto optimal solutions, current approaches focus on only those parts of the Pareto front which satisfy the preferences of the decision maker (DM). Therefore, they integrate the DM early on in the optimization process instead of leaving him/her alone with the final choice of one solution among the whole Pareto optimal set. In this paper, we address an aspect which has been neglected so far in the research on integrating preferences: in most real-world problems, there is not only one DM, but a group of DMs trying to find one consensus decision all participants are wille…

Mathematical optimizationProcess (engineering)Evolutionary algorithmA priori and a posterioriBayesian efficiencyFlow shop schedulingFocus (optics)Set (psychology)Multi-objective optimizationMathematics
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Partially Renewable Resources

2014

In recent years, in the field of project scheduling the concept of partially renewable resources has been introduced. Theoretically, it is a generalization of both renewable and non-renewable resources. From an applied point of view, partially renewable resources allow us to model a large variety of situations that do not fit into classical models, but can be found in real problems in timetabling and labor scheduling. In this chapter we define this type of resource, describe an integer linear formulation and present some examples of conditions appearing in real problems which can be modeled using partially renewable resources. Then we introduce some preprocessing procedures to identify infe…

Mathematical optimizationResource (project management)Computer scienceGeneralizationbusiness.industryHeuristicScheduling (production processes)businessField (computer science)Integer (computer science)Renewable resourceRenewable energy
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Scheduling Multimodal Transportation Systems

2004

Abstract In this paper a Lagrangian based heuristic procedure for scheduling transportation networks is presented. The solution procedure schedules a single line at a time, possibly correcting the previous decisions at each step.

Mathematical optimizationScheduleInformation Systems and ManagementGeneral Computer ScienceComputer scienceSchedulingTransportation systems; Multimodality; Scheduling; Transfer coordinationReal-time computingScheduling (production processes)Dynamic priority schedulingTransportation systemsManagement Science and Operations ResearchIndustrial and Manufacturing EngineeringFair-share schedulingScheduling (computing)symbols.namesakeModeling and SimulationTwo-level schedulingsymbolsTransportation systemTransfer coordinationComputer Science::Operating SystemsLagrangianMultimodality
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