Search results for "Making"

showing 10 items of 1218 documents

Examen des mécanismes d'influence des attributs de recherche

2017

Cette notice présente une synthèse des travaux de recherche menés par Yohan Bernard entre 2001 et 2016 autour des effets sur le comportement des consommateurs des attributs de recherche mis en avant par les producteurs et / ou les distributeurs. En particulier, trois attributs ont fait l’objet d’investigations avancées : le prix, les caractéristiques environnementales des produits et leur pays d’origine. Le document développe une analyse des processus de perception des attributs par le consommateur (chapitre 2). Les représentations mentales qui en découlent sont employées, avec d’autres éléments, pour fonder des intentions comportementales (chapitre 3). Les conditions dans lesquelles les at…

Marketingpays d’originepricingprise de décisionconsumer behaviourperceptioncomportement du consommateurprixaffichage environnemental[SHS.GESTION] Humanities and Social Sciences/Business administrationenvironmental signagecountry of origindecision making
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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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District metered area design through multicriteria and multiobjective optimization

2022

[EN] The design of district metered areas (DMA) in potable water supply systems is of paramount importance for water utilities to properly manage their systems. Concomitant to their main objective, namely, to deliver quality water to consumers, the benefits include leakage reduction and prompt reaction in cases of natural or malicious contamination events. Given the structure of a water distribution network (WDN), graph theory is the basis for DMA design, and clustering algorithms can be applied to perform the partitioning. However, such sectorization entails a number of network modifications (installing cut-off valves and metering and control devices) involving costs and operation changes,…

Mathematical optimization06.- Garantizar la disponibilidad y la gestión sostenible del agua y el saneamiento para todosGeneral Mathematicsgraph theoryGeneral Engineeringk-means clusteringk-means algorithmTOPSISGraph theorymetaheuristicfuzzy AHPdistrict metered areasMulti-objective optimizationwater distribution systemsmultiobjective optimizationMATEMATICA APLICADATOPSISMetaheuristicDecision makingFuzzy ahpMathematics
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Complementary Judgment Matrix Method with Imprecise Information for Multicriteria Decision-Making

2018

The complementary judgment matrix (CJM) method is an MCDA (multicriteria decision aiding) method based on pairwise comparisons. As in AHP, the decision-maker (DM) can specify his/her preferences using pairwise comparisons, both between different criteria and between different alternatives with respect to each criterion. The DM specifies his/her preferences by allocating two nonnegative comparison values so that their sum is 1. We measure and pinpoint possible inconsistency by inconsistency errors. We also compare the consistency of CJM and AHP trough simulation. Because preference judgments are always more or less imprecise or uncertain, we introduce a way to represent the uncertainty throu…

Mathematical optimizationArticle SubjectComputer scienceGeneral Mathematicsstokastinen monikriteerinen arvostusanalyysi0211 other engineering and technologiesAnalytic hierarchy processcomparisons02 engineering and technologyMeasure (mathematics)Consistency (database systems)0202 electrical engineering electronic engineering information engineeringuncertainty levelsPreference (economics)ta512päätösteoriaStochastic multicriteria acceptability analysis021103 operations researchta214complementary judgment matrix (CJM) methodlcsh:MathematicsRank (computer programming)ta111General EngineeringMultiple-criteria decision analysislcsh:QA1-939epävarmuuslcsh:TA1-2040stochastic multicriteria acceptability analysis (SMAA)020201 artificial intelligence & image processingPairwise comparisonlcsh:Engineering (General). Civil engineering (General)multicriteria decision-makingmatriisit
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Interactive multiobjective optimization with NIMBUS for decision making under uncertainty

2013

We propose an interactive method for decision making under uncertainty, where uncertainty is related to the lack of understanding about consequences of actions. Such situations are typical, for example, in design problems, where a decision maker has to make a decision about a design at a certain moment of time even though the actual consequences of this decision can be possibly seen only many years later. To overcome the difficulty of predicting future events when no probabilities of events are available, our method utilizes groupings of objectives or scenarios to capture different types of future events. Each scenario is modeled as a multiobjective optimization problem to represent differe…

Mathematical optimizationComputer sciencepareto optimalityManagement Science and Operations Researchinteractive methodsDecision makerskenaariotMulti-objective optimizationMoment (mathematics)Conflicting objectivesmultiple objective programmingBusiness Management and Accounting (miscellaneous)uncertainty handlingPortfolio optimizationDecision-makingclassification of objectivesOptimal decisionDecision analysis
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NAUTILUS Navigator : free search interactive multiobjective optimization without trading-off

2019

We propose a novel combination of an interactive multiobjective navigation method and a trade-off free way of asking and presenting preference information. The NAUTILUS Navigator is a method that enables the decision maker (DM) to navigate in real time from an inferior solution to the most preferred solution by gaining in all objectives simultaneously as (s)he approaches the Pareto optimal front. This means that, while the DM reaches her/his most preferred solution, (s)he avoids anchoring around the starting solution and, at the same time, sees how the ranges of the reachable objective function values shrink without trading-off. The progress of the motion towards the Pareto optimal front is…

Mathematical optimizationControl and Optimization0211 other engineering and technologiesAnchoringpäätöksentukijärjestelmät02 engineering and technologyManagement Science and Operations ResearchMulti-objective optimizationMotion (physics)Set (abstract data type)käyttöliittymätPreference (economics)MathematicsGraphical user interface021103 operations researchbusiness.industryApplied Mathematicsgraphical user interfaceFunction (mathematics)interactive methodsDecision makermonitavoiteoptimointiComputer Science Applicationsnavigointiinteraktiivisuusmulticriteria decision makingbusinesstrade-off free
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Incorporating preference information in interactive reference point methods for multiobjective optimization

2009

In this paper, we introduce new ways of utilizing preference information specified by the decision maker in interactive reference point based methods. A reference point consists of desirable values for each objective function. The idea is to take the desires of the decision maker into account more closely when projecting the reference point onto the set of nondominated solutions. In this way we can support the decision maker in finding the most satisfactory solutions faster. In practice, we adjust the weights in the achievement scalarizing function that projects the reference point. We identify different cases depending on the amount of additional information available and demonstrate the c…

Mathematical optimizationDecision support systemInformation Systems and ManagementInteractive programmingStrategy and Managementmedia_common.quotation_subjectManagement Science and Operations ResearchDecision makerMulti-objective optimizationPreferenceSet (abstract data type)Decision-makingFunction (engineering)media_commonMathematicsOmega
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Prospect theory and stochastic multicriteria acceptability analysis (SMAA)

2009

Abstract We consider problems where multiple decision makers (DMs) want to choose their most preferred alternative from a finite set based on multiple criteria. Several approaches to support DMs in such problems have been suggested. Prospect theory has appealed to researchers through its descriptive power, but rare attempts have been made to apply it to support multicriteria decision making. The basic idea of prospect theory is that alternatives are evaluated by a difference function in terms of gains and losses with respect to a reference point. The function is suggested to be concave for gains and convex for losses and steeper for losses than for gains. Stochastic multicriteria acceptabil…

Mathematical optimizationDecision support systemInformation Systems and ManagementStrategy and ManagementManagement Science and Operations ResearchDecision problemGroup decision-makingProspect theoryComplete informationLoss aversionProbability distributionMathematical economicsPreference (economics)MathematicsOmega
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A survey on handling computationally expensive multiobjective optimization problems using surrogates: non-nature inspired methods

2015

Computationally expensive multiobjective optimization problems arise, e.g. in many engineering applications, where several conflicting objectives are to be optimized simultaneously while satisfying constraints. In many cases, the lack of explicit mathematical formulas of the objectives and constraints may necessitate conducting computationally expensive and time-consuming experiments and/or simulations. As another challenge, these problems may have either convex or nonconvex or even disconnected Pareto frontier consisting of Pareto optimal solutions. Because of the existence of many such solutions, typically, a decision maker is required to select the most preferred one. In order to deal wi…

Mathematical optimizationEngineeringControl and Optimizationbusiness.industryPareto principlePareto frontierDecision makerSampling techniqueComputer Graphics and Computer-Aided DesignMulti-objective optimizationComputer Science ApplicationsMultiobjective optimization problemPareto optimalConflicting objectivesBlack-box functionControl and Systems EngineeringMulticriteria Decision Making (MCDM)Computational costNature inspiredMetamodeling techniquebusinessEngineering design processSoftwareStructural and Multidisciplinary Optimization
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