Search results for " operations"

showing 10 items of 1066 documents

A Hybrid Strategic Oscillation with Path Relinking Algorithm for the Multiobjective k-Balanced Center Location Problem

2021

This paper presents a hybridization of Strategic Oscillation with Path Relinking to provide a set of high-quality nondominated solutions for the Multiobjective k-Balanced Center Location problem. The considered location problem seeks to locate k out of m facilities in order to serve n demand points, minimizing the maximum distance between any demand point and its closest facility while balancing the workload among the facilities. An extensive computational experimentation is carried out to compare the performance of our proposal, including the best method found in the state-of-the-art as well as traditional multiobjective evolutionary algorithms.

Mathematical optimizationComputer scienceGeneral Mathematics0211 other engineering and technologiesEvolutionary algorithm02 engineering and technologyMulti-objective optimizationSet (abstract data type)path relinkingDiscrete optimization0202 electrical engineering electronic engineering information engineeringComputer Science (miscellaneous)Center (algebra and category theory)multiobjective optimizationEngineering (miscellaneous)021103 operations researchOscillationlcsh:MathematicsWorkload<i>k</i>-balanced problemGreedy Randomized Adaptive Search Procedure (GRASP)lcsh:QA1-939strategic oscillationPath (graph theory)020201 artificial intelligence & image processingdiscrete optimization<i>k</i>-center problemMathematics
researchProduct

Continuous-time portfolio optimization under terminal wealth constraints

1995

Typically portfolio analysis is based on the expected utility or the mean-variance approach. Although the expected utility approach is the more general one, practitioners still appreciate the mean-variance approach. We give a common framework including both types of selection criteria as special cases by considering portfolio problems with terminal wealth constraints. Moreover, we propose a solution method for such constrained problems.

Mathematical optimizationComputer scienceGeneral MathematicsConstrained optimizationManagement Science and Operations ResearchReplicating portfolioPortfolioPost-modern portfolio theoryProject portfolio managementPortfolio optimizationMathematical economicsSoftwareExpected utility hypothesisModern portfolio theoryZOR Zeitschrift f�r Operations Research Methods and Models of Operations Research
researchProduct

Heuristics for the capacitated dispersion problem

2020

Mathematical optimizationComputer scienceManagement of Technology and InnovationStrategy and ManagementDispersion (optics)Combinatorial optimizationManagement Science and Operations ResearchBusiness and International ManagementHeuristicsMetaheuristicComputer Science ApplicationsInternational Transactions in Operational Research
researchProduct

Optimal control of option portfolios and applications

1999

We present an expected utility maximisation framework for optimally controlling a portfolio of options. By combining the replication approach to option pricing with ideas of the martingale approach to (stock) portfolio optimisation we arrive at an explicit solution of the option portfolio problem. Its characteristics are illustrated by some specific examples. As an application, we calculate an optimal option and consumption strategy for an investor who is obliged to hold a stock position until the time horizon.

Mathematical optimizationComputer scienceMathematics::Optimization and ControlTime horizonManagement Science and Operations ResearchOptimal controlMartingale (betting system)Computer Science::Computational Engineering Finance and ScienceValuation of optionsBusiness Management and Accounting (miscellaneous)PortfolioPosition (finance)Expected utility hypothesisStock (geology)OR Spectrum
researchProduct

A multi-objective approach for a project scheduling problem with due dates and temporal constraints infeasibilities

2014

In this paper, we study a multi-mode resource-constrained project scheduling problem (RCPSP) which considers time and work generalised precedence relationships with minimal and maximal time lags and due dates where each activity requires only one unit of resource (e.g. a worker, a machine, etc.). To find a feasible solution for this problem is NP-hard and therefore for instances where a feasible solution has not been found, an appropriate real-life approach would consist of providing the decision-maker with a collection of quality solutions with a trade-off between due dates and temporal constraints violations. We propose a multi-objective evolutionary algorithm for the generation of an app…

Mathematical optimizationComputer scienceStrategy and Managementmedia_common.quotation_subjectTardinessEvolutionary algorithmManagement Science and Operations ResearchMulti-objective optimizationIndustrial and Manufacturing EngineeringResource (project management)Work (electrical)Genetic algorithmObjective approachQuality (business)media_commonInternational Journal of Production Research
researchProduct

A powerful route minimization heuristic for the vehicle routing problem with time windows

2009

We suggest an efficient route minimization heuristic for the vehicle routing problem with time windows. The heuristic is based on the ejection pool, powerful insertion and guided local search strategies. Experimental results on the Gehring and Homberger's benchmarks demonstrate that our algorithm outperforms previous approaches and found 18 new best-known solutions.

Mathematical optimizationComputer scienceTime windowsApplied MathematicsVehicle routing problemGuided Local SearchMinificationManagement Science and Operations ResearchHeuristicsAlgorithmIndustrial and Manufacturing EngineeringSoftwareOperations Research Letters
researchProduct

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
researchProduct

Constraint handling in efficient global optimization

2017

Real-world optimization problems are often subject to several constraints which are expensive to evaluate in terms of cost or time. Although a lot of effort is devoted to make use of surrogate models for expensive optimization tasks, not many strong surrogate-assisted algorithms can address the challenging constrained problems. Efficient Global Optimization (EGO) is a Kriging-based surrogate-assisted algorithm. It was originally proposed to address unconstrained problems and later was modified to solve constrained problems. However, these type of algorithms still suffer from several issues, mainly: (1) early stagnation, (2) problems with multiple active constraints and (3) frequent crashes.…

Mathematical optimizationConstraint optimizationOptimization problemL-reduction0211 other engineering and technologiesGaussian processes02 engineering and technologyexpensive optimizationMulti-objective optimizationEngineering optimizationSurrogate modelsKriging0202 electrical engineering electronic engineering information engineeringMulti-swarm optimizationGlobal optimization/dk/atira/pure/subjectarea/asjc/1700/1712constraint optimizationMathematicsta113EGO/dk/atira/pure/subjectarea/asjc/1700/1706Expensive optimization021103 operations researchConstrained optimizationComputer Science Applicationssurrogate modelsKrigingComputational Theory and Mathematics020201 artificial intelligence & image processing/dk/atira/pure/subjectarea/asjc/1700/1703SoftwareProceedings of the Genetic and Evolutionary Computation Conference
researchProduct

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
researchProduct

PAINT–SiCon: constructing consistent parametric representations of Pareto sets in nonconvex multiobjective optimization

2014

We introduce a novel approximation method for multiobjective optimization problems called PAINT–SiCon. The method can construct consistent parametric representations of Pareto sets, especially for nonconvex problems, by interpolating between nondominated solutions of a given sampling both in the decision and objective space. The proposed method is especially advantageous in computationally expensive cases, since the parametric representation of the Pareto set can be used as an inexpensive surrogate for the original problem during the decision making process. peerReviewed

Mathematical optimizationControl and OptimizationApplied MathematicsMathematicsofComputing_NUMERICALANALYSISPareto principleSampling (statistics)Management Science and Operations ResearchSpace (mathematics)Multi-objective optimizationComputer Science ApplicationsNonlinear programmingSet (abstract data type)piecewise linear approximationmultiple criteria programmingnonlinear programmingRepresentation (mathematics)Parametric statisticsMathematicsJournal of Global Optimization
researchProduct