Search results for "Optimization problem"

showing 10 items of 281 documents

Multipass machining optimization by using fuzzy possibilistic programming and genetic algorithms

1999

The paper deals with optimal determination of the cutting parameters in multipass machining operations. A new optimization approach is proposed which uses a possibilistic formulation of the classical optimization problem and optimizes the resulting possibilistic model using a genetic algorithm. The proposed approach makes it possible to find the optimal value of all the cutting parameters, including the depth of cut, in just one step. A numerical example is provided to compare the performance of the proposed method with other recent methods proposed in the literature. Furthermore, fuzzy data must be used in the formulation of the optimization problem and therefore a fuzzy possibilistic app…

Mathematical optimizationFuzzy dataOptimization problemMachiningDepth of cutMechanical EngineeringGenetic algorithmFuzzy logicAlgorithmIndustrial and Manufacturing EngineeringMathematicsProceedings of the Institution of Mechanical Engineers, Part B: Journal of Engineering Manufacture
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Experiments with classification-based scalarizing functions in interactive multiobjective optimization

2006

In multiobjective optimization methods, the multiple conflicting objectives are typically converted into a single objective optimization problem with the help of scalarizing functions and such functions may be constructed in many ways. We compare both theoretically and numerically the performance of three classification-based scalarizing functions and pay attention to how well they obey the classification information. In particular, we devote special interest to the differences the scalarizing functions have in the computational cost of guaranteeing Pareto optimality. It turns out that scalarizing functions with or without so-called augmentation terms have significant differences in this re…

Mathematical optimizationInformation Systems and ManagementGeneral Computer SciencePareto principleManagement Science and Operations ResearchMulti-objective optimizationMultiple objective programmingIndustrial and Manufacturing EngineeringSet (abstract data type)Nonlinear systemSingle objective optimization problemConflicting objectivesModeling and SimulationBenchmark (computing)MathematicsEuropean Journal of Operational Research
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A hybrid metaheuristic for the cyclic antibandwidth problem

2013

We propose a hybrid artificial bee colony algorithm for the cyclic antibandwidth problem.We present a computational comparison of different parameter settings.We derive a fine-tuning hybrid artificial bee colony algorithm.The proposal is very competitive with the state-of-the-art algorithm for the cyclic antibandwidth problem. In this paper, we propose a hybrid metaheuristic algorithm to solve the cyclic antibandwidth problem. This hard optimization problem consists of embedding an n-vertex graph into the cycle Cn, such that the minimum distance (measured in the cycle) of adjacent vertices is maximized. It constitutes a natural extension of the well-known antibandwidth problem, and can be v…

Mathematical optimizationInformation Systems and ManagementOptimization problemComputer sciencebusiness.industryComputer Science::Neural and Evolutionary ComputationForagingInitializationDuality (optimization)Swarm intelligenceTabu searchGraphManagement Information SystemsArtificial bee colony algorithmArtificial IntelligenceGraph (abstract data type)Local search (optimization)businessMetaheuristicSoftwareKnowledge-Based Systems
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Multi-start methods for combinatorial optimization

2013

Abstract Multi-start methods strategically sample the solution space of an optimization problem. The most successful of these methods have two phases that are alternated for a certain number of global iterations. The first phase generates a solution and the second seeks to improve the outcome. Each global iteration produces a solution that is typically a local optimum, and the best overall solution is the output of the algorithm. The interaction between the two phases creates a balance between search diversification (structural variation) and search intensification (improvement), to yield an effective means for generating high-quality solutions. This survey briefly sketches historical devel…

Mathematical optimizationInformation Systems and ManagementOptimization problemGeneral Computer ScienceComputer scienceGRASPSample (statistics)Management Science and Operations ResearchIndustrial and Manufacturing EngineeringOutcome (probability)Field (computer science)Local optimumModeling and SimulationCombinatorial optimizationMetaheuristicEuropean Journal of Operational Research
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On the numerical treatment of linearly constrained semi-infinite optimization problems

2000

Abstract We consider the application of two primal algorithms to solve linear semi-infinite programming problems depending on a real parameter. Combining a simplex-type strategy with a feasible-direction scheme we obtain a descent algorithm which enables us to manage the degeneracy of the extreme points efficiently. The second algorithm runs a feasible-direction method first and then switches to the purification procedure. The linear programming subproblems that yield the search direction involve only a small subset of the constraints. These subsets are updated at each iteration using a multi-local optimization algorithm. Numerical test examples, taken from the literature in order to compar…

Mathematical optimizationInformation Systems and ManagementOptimization problemGeneral Computer ScienceLinear programmingSemi-infiniteManagement Science and Operations ResearchIndustrial and Manufacturing EngineeringStochastic programmingLinear-fractional programmingModeling and SimulationCriss-cross algorithmExtreme pointDegeneracy (mathematics)MathematicsEuropean Journal of Operational Research
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Hydropower Optimization Using Split-Window, Meta-Heuristic and Genetic Algorithms

2019

In this paper, we try to find the most efficient optimization algorithm that can be used to resolve the hydropower optimization problem. We propose a novel optimization technique is called the Split-window method. The method is relatively simple and reduces the complexity of the optimization problem by split-ting the planning horizon (and datasets) into equal windows and assigning the same values to policies(actions) within each part. After splitting, a meta-heuristic technique is used to optimize the actions, and the dataset is split again until a split contains only one instance (timestep). The unique values to be optimized during each iteration is equal to the number of splits which make…

Mathematical optimizationLine searchOptimization problem010504 meteorology & atmospheric sciencesComputer scienceComputation0207 environmental engineeringInitializationTime horizon02 engineering and technology01 natural sciencesGenetic algorithmSimulated annealing020701 environmental engineeringHill climbingMetaheuristic0105 earth and related environmental sciences2019 18th IEEE International Conference On Machine Learning And Applications (ICMLA)
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Branch-and-Cut

2010

This chapter focuses on the approach for solving the LOP to optimality which can currently be seen as the most successful one. It is a branch-and-bound algorithm, where the upper bounds are computed using linear programming relax- ations.

Mathematical optimizationLinear programmingSeparation algorithmComputer scienceCombinatorial optimization problemBranch and cut
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Energy-Efficient Resource Allocationin for D2D Enabled Cellular Networks

2020

Energy-efficiency (EE) is critical for D2D enabled cellular networks due to limited battery capacity and severe co-channel interference. In this chapter, we address the EE optimization problem by adopting a stable matching approach. The NP-hard joint resource allocation problem is formulated as a one-to-one matching problem under two-sided preferences, which vary dynamically with channel states and interference levels. A game-theoretic approach is employed to analyze the interactions and correlations among user equipments (UEs), and an iterative power allocation algorithm is developed to establish mutual preferences based on nonlinear fractional programming. We then employ the Gale–Shapley …

Mathematical optimizationMatching (statistics)Fractional programmingOptimization problemComputer scienceScalabilityCellular networkResource allocationCommunication channelEfficient energy use
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Simultaneous and multi-criteria optimization of TS requirements and maintenance at NPPs

2002

Abstract One of the main concerns of the nuclear industry is to improve the availability of safety-related systems at nuclear power plants (NPPs) to achieve high safety levels. The development of efficient testing and maintenance has been traditionally one of the different ways to guarantee high levels of systems availability, which are implemented at NPP through technical specification and maintenance requirements (TS&M). On the other hand, there is a widely recognized interest in using the probabilistic risk analysis (PRA) for risk-informed applications aimed to emphasize both effective risk control and effective resource expenditures at NPPs. TS&M-related parameters in a plant are associ…

Mathematical optimizationMeta-optimizationOptimization problemNuclear Energy and EngineeringComputer scienceProbabilistic-based design optimizationMulti-swarm optimizationMulti-objective optimizationBilevel optimizationMetaheuristicEngineering optimizationAnnals of Nuclear Energy
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Memetic Variation Local Search vs. Life-Time Learning in Electrical Impedance Tomography

2009

In this article, various metaheuristics for a numerical optimization problem with application to Electric Impedance Tomography are tested and compared. The experimental setup is composed of a real valued Genetic Algorithm, the Differential Evolution, a self adaptive Differential Evolution recently proposed in literature, and two novel Memetic Algorithms designed for the problem under study. The two proposed algorithms employ different algorithmic philosophies in the field of Memetic Computing. The first algorithm integrates a local search into the operations of the offspring generation, while the second algorithm applies a local search to individuals already generated in the spirit of life-…

Mathematical optimizationMeta-optimizationOptimization problembusiness.industryFitness landscapeDifferential evolutionComputer Science::Neural and Evolutionary ComputationGenetic algorithmMemetic algorithmLocal search (optimization)businessMetaheuristicMathematics
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