Search results for " algorithm"

showing 10 items of 2538 documents

Multiobjective ant colony search algorithm optimal electrical distribution system planning

2005

A dynamic multiobjective, MO, algorithm based on the ant colony search, the multiobjective ant colony search algorithm, MOACS, is presented. The application domain is that of dynamic planning for electrical distribution systems. A time horizon of H years has been considered during which the distribution system are modified according to the new internal (loads) and external (market, reliability, power quality) requirements. In this scenario, the objectives the Authors consider most important for utilities in strategical planning are: the quality requirement connected to the decrease of the expected number of interruptions per year and customer, in the considered time frame, and the choice fo…

Mathematical optimizationSearch algorithmComputer scienceReliability (computer networking)Ant colony optimization algorithmsmedia_common.quotation_subjectMathematicsofComputing_NUMERICALANALYSISPareto principleQuality (business)Time horizonAnt colonyComputingMethodologies_ARTIFICIALINTELLIGENCEmedia_commonProceedings of the 2004 Congress on Evolutionary Computation (IEEE Cat. No.04TH8753)
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Fuzzified Game Tree Search – Precision vs Speed

2012

Most game tree search algorithms consider finding the optimal move. That is, given an evaluation function they guarantee that selected move will be the best according to it. However, in practice most evaluation functions are themselves approximations and cannot be considered "optimal". Besides, we might be satisfied with nearly optimal solution if it gives us a considerable performance improvement. In this paper we present the approximation based implementations of the fuzzified game tree search algorithm. The paradigm of the algorithm allows us to efficiently find nearly optimal solutions so we can choose the "target quality" of the search with arbitrary precision --- either it is 100% (pr…

Mathematical optimizationSearch algorithmMonte Carlo tree searchBeam searchBest-first searchPerformance improvementEvaluation functionAlpha–beta pruningIterative deepening depth-first searchAlgorithmMathematics
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Optimal selection of the four best of a sequence

1993

We consider the situation in which the decision-maker is allowed to have four choices with purpose to choose exactly the four absolute best candidates fromN applicants. The optimal stopping rule and the maximum probability of making the right choice are given for largeN∈N, the maximum asymptotic value of the best choice being limN→∞P(win)≈0.12706.

Mathematical optimizationSequenceGeneral MathematicsValue (economics)Stopping ruleOptimal stopping ruleOptimal stoppingManagement Science and Operations ResearchMathematical economicsSoftwareSelection (genetic algorithm)Secretary problemMathematicsZOR Zeitschrift f� Operations Research Methods and Models of Operations Research
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A fast recursive algorithm for the computation of axial moments

2002

This paper describes a fast algorithm to compute local axial moments used for the detection of objects of interest in images. The basic idea is grounded on the elimination of redundant operations while computing axial moments for two neighboring angles of orientation. The main result is that the complexity of recursive computation of axial moments becomes independent of the total number of computed moments in a given point, i.e. it is of the order O(N) where N is the data size. This result is of great importance in computer vision since many feature extraction methods are based on the computation of axial moments. The experimental results confirm the time complexity and accuracy predicted b…

Mathematical optimizationSettore INF/01 - InformaticaComputational complexity theoryVelocity MomentsOrientation (computer vision)ComputationFeature extractionA fast recursive algorithm for the computation of axial momentsPoint (geometry)Time complexityAlgorithmObject detectionMathematicsProceedings 11th International Conference on Image Analysis and Processing
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A Memetic Algorithm for Binary Image Reconstruction

2008

This paper deals with a memetic algorithm for the reconstruction of binary images, by using their projections along four directions. The algorithm generates by network flows a set of initial images according to two of the input projections and lets them evolve toward a solution that can be optimal or close to the optimum. Switch and compactness operators improve the quality of the reconstructed images which belong to a given generation, while the selection of the best image addresses the evolution to an optimal output.

Mathematical optimizationSettore INF/01 - InformaticaQuadratic assignment problemBinary imageComputingMethodologies_IMAGEPROCESSINGANDCOMPUTERVISIONMemetic algorithmtomografy reconstructionFlow networkImage (mathematics)Set (abstract data type)Compact spaceMemetic algorithmAlgorithmSelection (genetic algorithm)Mathematics
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The use of genetic algorithms to solve the allocation problems in the life cycle inventory

2013

One of the most controversial issues in the development of Life Cycle Inventory (LCI) is the allocation procedure, which consists in the partition and distribution of economic flows and environmental burdens among to each of the products of a multi-output system. Because of the use of the allocation represents a source of uncertainty in the LCI results, the authors present a new approach based on genetic algorithms (GAs) to solve the multi-output systems characterized by a rectangular matrix of technological coefficients, without using computational methods such as the allocation procedure. In this Chapter, the GAs' approach is applied to an ancillary case study related to a cogeneration pr…

Mathematical optimizationSettore ING-IND/11 - Fisica Tecnica AmbientaleComputer scienceProcess (engineering)business.industrySubstitution methodFuel oilPartition (database)CogenerationLCA genetic algorithmsLimit (mathematics)ElectricitybusinessEnergy (signal processing)
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Estimation of the elastic parameters of human liver biomechanical models by means of medical images and evolutionary computation.

2013

This paper presents a method to computationally estimate the elastic parameters of two biomechanical models proposed for the human liver. The method is aimed at avoiding the invasive measurement of its mechanical response. The chosen models are a second order Mooney–Rivlin model and an Ogden model. A novel error function, the geometric similarity function (GSF), is formulated using similarity coefficients widely applied in the field of medical imaging (Jaccard coefficient and Hausdorff coefficient). This function is used to compare two 3D images. One of them corresponds to a reference deformation carried out over a finite element (FE) mesh of a human liver from a computer tomography image, …

Mathematical optimizationSimilarity (geometry)Jaccard indexPhysics::Medical PhysicsEvolutionary algorithmHealth InformaticsModels BiologicalEvolutionary computationImaging Three-DimensionalJaccardScatter searchImage Interpretation Computer-AssistedGenetic algorithmHumansBiomechanical modeling Genetic algorithm Hausdorff Jaccard Liver Scatter searchMathematicsFunction (mathematics)Biological EvolutionFinite element methodBiomechanical PhenomenaComputer Science ApplicationsError functionGenetic algorithmLiverHausdorffBiomechanical modelingLENGUAJES Y SISTEMAS INFORMATICOSAlgorithmSoftware
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Edge Orientation and the Design of Problem-Specific Crossover Operators for the OCST Problem

2012

In the Euclidean optimal communication spanning tree problem, the edges in optimal trees not only have small weights but also point with high probability toward the center of the graph. These characteristics of optimal solutions can be used for the design of problem-specific evolutionary algorithms (EAs). Recombination operators of direct encodings like edge-set and NetDir can be extended such that they prefer not only edges with small distance weights but also edges that point toward the center of the graph. Experimental results show higher performance and robustness in comparison to EAs using existing crossover strategies.

Mathematical optimizationSpanning treeCrossoverEvolutionary algorithmApproximation algorithmEvolutionary computationTheoretical Computer ScienceMathematical OperatorsComputational Theory and MathematicsRobustness (computer science)Multiple edgesAlgorithmSoftwareMathematicsofComputing_DISCRETEMATHEMATICSMathematicsIEEE Transactions on Evolutionary Computation
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On the Bias and Performance of the Edge-Set Encoding

2009

The edge-set encoding of trees directly represents trees as sets of their edges. Nonheuristic operators for edge-sets manipulate trees' edges without regard for their weights, while heuristic operators consider edges' weights when including or excluding them. In the latter case, the operators generally favor edges with lower weights, and they tend to generate trees that resemble minimum spanning trees. This bias is strong, which suggests that evolutionary algorithms (EAs) that employ heuristic operators will succeed when optimum solutions resemble minimum spanning trees (MSTs) but fail otherwise. The one-max tree problem is a scalable test problem for trees where the optimum solution can be…

Mathematical optimizationSpanning treeStochastic processEvolutionary algorithmMinimum spanning treeTree (graph theory)Evolutionary computationTheoretical Computer ScienceCombinatoricsTree structureComputational Theory and MathematicsRandom treeSoftwareMathematicsIEEE Transactions on Evolutionary Computation
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On Optimal Solutions for the Optimal Communication Spanning Tree Problem

2009

This paper presents an experimental investigation into the properties of the optimal communication spanning tree (OCST) problem. The OCST problem seeks a spanning tree that connects all the nodes and satisfies their communication requirements at a minimum total cost. The paper compares the properties of random trees to the properties of the best solutions for the OCST problem that are found using an evolutionary algorithm. The results show, on average, that the optimal solution and the minimum spanning tree (MST) share a higher number of links than the optimal solution and a random tree. Furthermore, optimal solutions for OCST problems with randomly chosen distance weights share a higher n…

Mathematical optimizationSpanning treebusiness.industryManagement Science and Operations ResearchMinimum spanning treeSearch treeComputer Science ApplicationsTree traversalRandom treeCombinatorial optimizationLocal search (optimization)businessGreedy algorithmAlgorithmMathematicsOperations Research
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