Search results for " Pareto"

showing 10 items of 21 documents

Propuesta de mejora del gráfico de control c mediante el diseño óptimo de un esquema de muestreo doble

2019

En el control estadístico de procesos, la herramienta más utilizada para monitorear el número promedio de no conformidades es el gráfico de Shewhart C. Este gráfico se basa en el supuesto de que el número de no conformidades en las muestras es bien modelada por la distribución de Poisson, y aunque es un gráfico fácil de usar, su capacidad para detectar cambios pequeños es baja, por lo que es necesario tomar tamaños de muestras grandes, aumentando los costos relacionados con el muestreo. Por lo anterior, se propone el desarrollo de un esquema de muestreo doble para el gráfico de control C. Además de derivar la expresión matemática adecuada para la evaluación exacta de la Longitud Media de Co…

:MATEMÁTICAS::Análisis numérico::Construcción de algoritmos [UNESCO]gráficos de control para atributos:MATEMÁTICAS::Estadística ::Estadística analítica [UNESCO]muestreo doblearlUNESCO::MATEMÁTICAS::Estadística ::Estadística analíticaalgoritmos genéticosUNESCO::MATEMÁTICAS::Análisis numérico::Construcción de algoritmos:MATEMÁTICAS::Ciencia de los ordenadores::Sistemas automatizados de control de calidad [UNESCO]UNESCO::MATEMÁTICAS::Ciencia de los ordenadores::Sistemas automatizados de control de calidadgráfico de control cfrontera de pareto
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Pareto or log-normal? Best fit and truncation in the distribution of all cities

2015

In the literature, the distribution of city size is a controversial issue with two common contenders: the Pareto and the log-normal. While the first is most accredited when the distribution is truncated above a certain threshold, the latter is usually considered a better representation for the untruncated distribution of all cities. In this paper, we reassess the empirical evidence on the best-fitting distribution in relation to the truncation point issue. Specifically, we provide a comparison among four recently proposed approaches and alternative definitions of U.S. cities. Our results highlight the importance to look at issue of the best-fitting distribution together with the truncation …

City size distributions Pareto Log-Normal Truncation pointSettore SECS-P/06 - Economia Applicata
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Controlling false match rates in record linkage using extreme value theory

2011

AbstractCleansing data from synonyms and homonyms is a relevant task in fields where high quality of data is crucial, for example in disease registries and medical research networks. Record linkage provides methods for minimizing synonym and homonym errors thereby improving data quality. We focus our attention to the case of homonym errors (in the following denoted as ‘false matches’), in which records belonging to different entities are wrongly classified as equal. Synonym errors (‘false non-matches’) occur when a single entity maps to multiple records in the linkage result. They are not considered in this study because in our application domain they are not as crucial as false matches. Fa…

Data cleansingData cleansingBiomedical ResearchDatabases FactualCalibration (statistics)Computer scienceHealth Informaticscomputer.software_genrePlot (graphics)Mean excess plotStatisticsRegistriesExtreme value theoryLinkage (software)Models StatisticalComputational BiologyFellegi–Sunter modelMixture modelGeneralized Pareto distributionComputer Science ApplicationsData qualityStatistics of extreme valuesDatabase Management SystemsMedical Record LinkageData miningcomputerAlgorithmsMedical InformaticsRecord linkageJournal of Biomedical Informatics
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INTERNAL PRESSURE AND COUNTERPUNCH ACTION DESIGN IN Y-SHAPED TUBE HYDROFORMING PROCESSES: A MULTI OBJECTIVE OPTIMISATION APPROACH

2009

In sheet metal forming most of the problems are multi-objective problems, generally characterised by conflicting objectives. A classical approach to investigate such kind of problems is focused on a combination of multiple objectives into a unique objective function to be optimised. Actually, in metal forming processes optimisation two main phases have to be developed in order to reach an optimal solution: the former is the modelling phase (definition of the design variables and objective function) and the latter concerns the computational aspect (numerical simulations or experiment to be developed). In this paper, an integration between numerical simulations, response surface methodology a…

EngineeringHydroformingresponse surface method Pareto solutions multi-objective optimisationMetal formingbusiness.industryTube hydroformingMechanical EngineeringMechanical engineeringInternal pressureStructural engineeringComputer Science ApplicationsPareto optimalConflicting objectivesModeling and Simulationvisual_artvisual_art.visual_art_mediumGeneral Materials ScienceMinificationResponse surface methodologybusinessSheet metalSettore ING-IND/16 - Tecnologie E Sistemi Di LavorazioneCivil and Structural Engineering
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Constructing a Pareto front approximation for decision making

2011

An approach to constructing a Pareto front approximation to computationally expensive multiobjective optimization problems is developed. The approximation is constructed as a sub-complex of a Delaunay triangulation of a finite set of Pareto optimal outcomes to the problem. The approach is based on the concept of inherent nondominance. Rules for checking the inherent nondominance of complexes are developed and applying the rules is demonstrated with examples. The quality of the approximation is quantified with error estimates. Due to its properties, the Pareto front approximation works as a surrogate to the original problem for decision making with interactive methods. Qc 20120127

MatematikMathematical optimization021103 operations researchMultiobjective optimization · Multiple criteria decision making · Pareto optimality · Interactive decision making · Interpolation · Delaunay triangulationDelaunay triangulationGeneral Mathematicsmedia_common.quotation_subject0211 other engineering and technologiesMathematicsofComputing_NUMERICALANALYSIS02 engineering and technologyManagement Science and Operations Research01 natural sciencesMulti-objective optimization010101 applied mathematicsMultiobjective optimization problemPareto optimalMultiobjective optimization; Multiple criteria decision making; Pareto optimality; Interactive decision making; Interpolation; Delaunay triangulationQuality (business)0101 mathematicsFinite setMathematicsSoftwaremedia_commonInterpolationMathematics
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Interactive Multiobjective Robust Optimization with NIMBUS

2018

In this paper, we introduce the MuRO-NIMBUS method for solving multiobjective optimization problems with uncertain parameters. The concept of set-based minmax robust Pareto optimality is utilized to tackle the uncertainty in the problems. We separate the solution process into two stages: the pre-decision making stage and the decision making stage. We consider the decision maker’s preferences in the nominal case, i.e., with the most typical or undisturbed values of the uncertain parameters. At the same time, the decision maker is informed about the objective function values in the worst case to support her/him to make an informed decision. To help the decision maker to understand the behavio…

Mathematical optimization021103 operations researchComputer sciencepareto-tehokkuuspäätöksenteko0211 other engineering and technologiesPareto principlemultiple criteria decision makingRobust optimization02 engineering and technologyrobustnessinteractive methodsDecision makerMinimaxTwo stagesrobust Pareto optimalitymonitavoiteoptimointiepävarmuusMultiobjective optimization problemRobustness (computer science)0202 electrical engineering electronic engineering information engineering020201 artificial intelligence & image processing
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Pareto-optimal Glowworm Swarms Optimization for Smart Grids Management

2013

This paper presents a novel nature-inspired multi-objective optimization algorithm. The method extends the glowworm swarm particles optimization algorithm with algorithmical enhancements which allow to identify optimal pareto front in the objectives space. In addition, the system allows to specify constraining functions which are needed in practical applications. The framework has been applied to the power dispatch problem of distribution systems including Distributed Energy Resources (DER). Results for the test cases are reported and discussed elucidating both numerical and complexity analysis.

Mathematical optimizationMeta-optimizationComputer scienceDerivative-free optimizationTest functions for optimizationSwarm behaviourMulti-swarm optimizationevolutionary optimization swarm-optimization pareto optimization micro-gridsMulti-objective optimizationMetaheuristicEngineering optimization
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Prices and Pareto optima

2006

We provide necessary conditions for Pareto optimum in economies where tastes or technologies may be nonconvex, nonsmooth, and affected by externalities. Firms can pursue own objectives, much like the consumers. Infinite-dimensional commodity spaces are accommodated. Public goods and material balances are accounted for as special instances of linear restrictions.

Microeconomicsjel:C60first and second welfare theorem; weak and strong Pareto optimum; nonconvex tastes or technologies; public goods; externalities; local separation; subdifferentials; normal conesControl and OptimizationApplied Mathematicsjel:D60jel:D50EconomicsPareto principleManagement Science and Operations ResearchPublic goodCommodity (Marxism)ExternalityOptimization
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Potential of interactive multiobjective optimization in supporting the design of a groundwater biodenitrification process

2019

The design of water treatment plants requires simultaneous analysis of technical, economic and environmental aspects, identified by multiple conflicting objectives. We demonstrated the advantages of an interactive multiobjective optimization (MOO) method over a posteriori methods in an unexplored field, namely the design of a biological treatment plant for drinking water production, that tackles the process drawbacks, contrarily to what happens in a traditional volumetric-load-driven design procedure. Specifically, we consider a groundwater denitrification biofilter, simulated by the Activated Sludge Model modified with two-stage denitrification kinetics. Three objectives were defined (nitr…

Pareto optimalityDecision support systemdecision supportEnvironmental EngineeringProcess (engineering)Computer science0208 environmental biotechnologypäätöksentukijärjestelmät02 engineering and technologyActivated sludge model010501 environmental sciencesManagement Monitoring Policy and Law01 natural sciencesMulti-objective optimizationInteractive methodIND-NIMBUSWater treatmentSensitivity (control systems)Process engineeringWaste Management and DisposalGroundwater0105 earth and related environmental sciencesvedenpuhdistusNitratesSewagepareto optimalitypareto-tehokkuusbusiness.industrywater treatmentGeneral Medicineinteractive methodvedenkäsittelymonitavoiteoptimointi020801 environmental engineeringDecision supportRange (mathematics)Decision support; IND-NIMBUS; Interactive method; NIMBUS method; Pareto optimality; Water treatment; Algorithms; Denitrification; Nitrates; Sewage; GroundwaterDenitrificationA priori and a posterioriWater treatmentNIMBUS methodbusinessAlgorithms
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A New Hybrid Mutation Operator for Multiobjective Optimization with Differential Evolution

2011

Differential evolution has become one of the most widely used evolution- ary algorithms in multiobjective optimization. Its linear mutation operator is a sim- ple and powerful mechanism to generate trial vectors. However, the performance of the mutation operator can be improved by including a nonlinear part. In this pa- per, we propose a new hybrid mutation operator consisting of a polynomial based operator with nonlinear curve tracking capabilities and the differential evolution’s original mutation operator, to be efficiently able to handle various interdependencies between decision variables. The resulting hybrid operator is straightforward to implement and can be used within most evoluti…

Pareto optimalityMathematical optimizationEvolutionary algorithmComputational intelligenceMOEA/DNonlinearGenetic operatorEvolutionary algorithmsMulti-objective optimizationPolynomialTheoretical Computer ScienceDEOperator (computer programming)Evolutionary algorithms; DE; Nonlinear; Multi-criteria optimization; Polynomial; Pareto optimality; MOEA/DPareto-optimaalisuusMathematicsMatematikMulti-criteria optimizationState (functional analysis)monitavoiteoptimointiNonlinear systemDifferential evolutionGeometry and TopologyAlgorithmSoftwareMathematics
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