Search results for " fuzzy numbers"

showing 4 items of 4 documents

Project Scheduling Methods Based on Theory of Ordered Fuzzy Numbers

2020

In this the paper we present new methods, called OFCPM, OFPERT, for estimating a project completion time in the situation when activity duration times in the project are given in the form of Ordered Fuzzy Numbers OFNs. Extended Critical Path Method and Project Evaluation and Review Technique have been developed as new methods dedicated to project scheduling, preserving its basic concept. Ordered fuzzy numbers are used to project scheduling under uncertainty. The duration time of each project activity is estimated by experts (experts views of the activity duration time) based on their experience. These new methods will be verify on some examples. The comparison of our fuzzy approaches to exi…

CPMPERTOrdered Fuzzy NumbersProject Scheduling
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Applying fuzzy Particle Swarm Optimization to Multi-unit Double Auctions

2010

Abstract In the context of Quadratic Programming Problems, we use a fuzzy Particle Swarm Optimization (PSO) algorithm to analyze a Multi-unit Double Auction (MDA) market. We give also a Linear Programming (LP) based upper bound to help the decision maker in dealing with constraints in the mathematical model. In the computational study, we evaluate our algorithm and show that it is a feasible approach for processing bids and calculating assignments.

Mathematical optimizationParticle Swarm Optimization fuzzy numbers mathematical programming quadratic assignment problemInformation Systems and ManagementLinear programmingQuadratic assignment problemStrategy and ManagementMechanical EngineeringParticle swarm optimizationManagement Science and Operations ResearchSettore MAT/05 - Analisi MatematicaFuzzy numberQuadratic programmingMulti-swarm optimizationSettore MAT/09 - Ricerca OperativaEngineering (miscellaneous)MetaheuristicActive set methodMathematics
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Critical Path Analysis with Imprecise Activities Times

2018

The aim of the paper is to present the conceptual framework related to critical path analysis with imprecise activity duration times. This article is motivated by the fact that most approaches to project planning are deterministic. In reality, the problem is accompanied by uncertainty and risk associated with dealing with imprecise data. Taking this uncertainty into account when performing analyses and calculations not only helps to better project planning, but also to expand the applicability of project scheduling methods under real-life or uncertain conditions. The major contribution of this paper is the development of a novel approach to critical path analysis in the presence of uncertai…

fuzzy setsordered fuzzy numbersCPMCritical Path MethodPERTscheduling.fuzzy logic
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A Fuzzy inference model for the layout design

2011

plant layout optimization fuzzy numbers
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