Search results for "routing"

showing 10 items of 587 documents

Challenging aspects in Consensus protocols for networks

2008

Results on consensus protocols for networks are presented. The basic tools and the main contribution available in the literature are considered, together with some of the related challenging aspects: estimation in networks and how to deal with disturbances is considered. Motivated by applications to sensor, peer-to- peer, and ad hoc networks, many papers have considered the problem of estimation in a consensus fashion. Here, the unknown but bounded (UBB) noise affecting the network is addressed in details. Because of the presence of UBB disturbances convergence to equilibria with all equal components is, in general, not possible. The solution of the epsiv-consensus problem, where the states…

Theoretical computer scienceAutomatic controlConsensus problemsWireless ad hoc networkStochastic processEstimation theoryComputer scienceDistributed computingMulti-agent systemConsensus problems; Consensus protocolsConsensus protocolsBounded functionConvergence (routing)Wireless sensor network
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2020

While most of opinion formation models consider static networks, a dynamic opinion formation model is proposed in this work. The so-called Temporal Threshold Page Rank Opinion Formation model (TTPROF) integrates temporal evolution in two ways. First, the opinion of the agents evolve with time. Second, the network structure is also time varying. More precisely, the relations between agents evolve with time. In the TTPROF model, a node is affected by part of its neighbor's opinions weighted by their Page Rank values. A threshold is introduced in order to limit the neighbors that can share their opinion. In other words, a neighbor influences a node if the difference between their opinions is b…

Theoretical computer scienceGeneral Computer ScienceComputer scienceNode (networking)Work (physics)General Engineering01 natural sciences010305 fluids & plasmasWeightingOrder (exchange)0103 physical sciencesConvergence (routing)General Materials ScienceFraction (mathematics)Limit (mathematics)010306 general physicsCentralityIEEE Access
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Global extrapolation with a parallel splitting method

1992

Extrapolation with a parallel splitting method is discussed. The parallel splitting method reduces a multidimensional problem into independent one-dimensional problems and can improve the convergence order of space variables to an order as high as the regularity of the solution permits. Therefore, in order to match the convergence order of the space variables, a high order method should also be used for the time integration. Second and third order extrapolation methods are used to improve the time convergence and it was found that the higher order extrapolation method can produce a more accurate solution than the lower order extrapolation method, but the convergence order of high order extr…

Third orderUnit circleHigh Energy Physics::LatticeApplied MathematicsNumerical analysisConvergence (routing)Mathematical analysisExtrapolationSpace (mathematics)Unit squareMinimum polynomial extrapolationMathematicsNumerical Algorithms
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Influence of the evolutionary optimization parameters on the optimal topology

2016

Topological optimization can be considered as one of the most general types of structural optimization. Between all known topological optimization techniques, the Evolutionary Structural Optimization represents one of the most efficient and easy to implement approaches. Evolutionary topological optimization is based on a heuristic general principle which states that, by gradually removing portions of inefficient material from an assigned domain, the resulting structure will evolve towards an optimal configuration. Usually, the initial continuum domain is divided into finite elements that may or may not be removed according to the chosen efficiency criteria and other parameters like the spee…

Topology optimization Evolutionary optimization rejection ratio FEM efficiency criteriaMathematical optimizationFinal topologyComputer scienceContinuum (topology)Heuristic (computer science)Topology optimizationConvergence (routing)Multi-swarm optimizationTopologyMetaheuristicTopology (chemistry)
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Communal Transportation: Challenges for Largescale Routing Heuristics

2007

In this report we review the central transportation logistics problems arising in the communal sector, using information gathered from several large communes in Finland and previous literature. Most of the communal transportation problems can be modelled as different variants of the vehicle routing problem. The basic features of the problems are described, modelled and analyzed, and the relevant previous research on the topics is reviewed. In addition, some possible new solution strategies are suggested.

Transport engineeringGeographyVehicle routing problemTransportation logisticsRouting (electronic design automation)HeuristicsSSRN Electronic Journal
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Scalable Deployment of Efficient Transportation Optimization for SMEs and Public Sector

2014

Transportation planning is central activity in logistic network design. In this study, we examine the deployment of optimization methodology to transportation planning. More specifically, we examine the adoption of system solving the well-known combinatorial optimization problem, the vehicle routing problem (VRP). Its application has resulted in efficiency gains in transportation logistics, but they have not been very widespread, and especially small-scale operators have not yet benefited from these systems. In this paper, we present a prospective case study on the issues during deployment of optimization, especially in the context of small and medium enterprises (SMEs). We propose a novel …

Transportation planningSystem deploymentRisk analysis (engineering)Software deploymentComputer scienceVehicle routing problemEnterprise architectureCombinatorial optimizationContext (language use)Metaheuristic
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A multi-objective genetic algorithm for the passenger maritime transportation problem

2014

Over the last years, the transportation demand has continuously increased and a further growth is predicted for the next future especially as regards the maritime sector. As a consequence, shipping companies will be asked to improve the supplied services in order to assure a high quality and time-effective goods and passengers transportation, deriving at the same time their own benefits by minimizing costs. Therefore, the optimization of routes and schedules together with the fleet deployment take a meaningful role on companies profitability and efficiency. In such a perspective, the present paper proposes a multi-objective mathematical programming model to determine a set of routes and sch…

Transportation Routing Scheduling Fleet Sizing Genetic Algorithms
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Optimal Transit Network Design

2019

In this chapter, the optimal transit network design is under investigation. A special kind of transport is assumed to be given the best traffic conditions in a road network (the smallest amount of travel time between origins and destinations). Optimality criteria for transit network design in case of selfish routing are defined in the first section. The Sect. 7.2 is devoted to the estimation of selfish traffic assignment in a network with a transit subnetwork. Optimality criteria for transit network design in case of competitive drivers’ groups routing are defined in the Sect. 7.3. The Sect. 7.4 is devoted to traffic assignment in case of competitive drivers’ groups routing in a network wit…

Travel timeOperations researchComputer scienceTraffic conditionsTransit networkRouting (electronic design automation)Transit (satellite)Subnetwork
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Efficient GRASP+VND and GRASP+VNS metaheuristics for the traveling repairman problem

2011

Abstract: The traveling repairman problem is a customer-centric routing problem, in which the total waiting time of the customers is minimized, rather than the total travel time of a vehicle. To date, research on this problem has focused on exact algorithms and approximation methods. This paper presents the first metaheuristic approach for the traveling repairman problem.

Traveling purchaser problemWaiting timeMathematical optimizationEconomicsTraveling repairman problemGRASPManagement Science and Operations ResearchTheoretical Computer ScienceManagement Information SystemsTravel timeComputational Theory and MathematicsRouting (electronic design automation)MetaheuristicVariable neighborhood searchMathematics4OR
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Bidirectional labeling for solving vehicle routing and truck driver scheduling problems

2020

Abstract This paper studies the vehicle routing and truck driver scheduling problem where routes and schedules must comply with hours of service regulations for truck drivers. It presents a backward labeling method for generating feasible schedules and shows how the labels generated with the backward method can be combined with labels generated by a forward labeling method. The bidirectional labeling is embedded into a branch-and-price-and-cut approach and evaluated for hours of service regulations in the United States and the European Union. Computational experiments show that the resulting bidirectional branch-and-price-and-cut approach is significantly faster than unidirectional counterp…

Truck050210 logistics & transportation021103 operations researchInformation Systems and ManagementGeneral Computer ScienceJob shop schedulingComputer sciencebusiness.industry05 social sciences0211 other engineering and technologies02 engineering and technologyManagement Science and Operations ResearchTruck driverIndustrial and Manufacturing EngineeringScheduling (computing)Modeling and Simulation0502 economics and businessVehicle routing problemmedia_common.cataloged_instanceEuropean unionRouting (electronic design automation)businessHours of servicemedia_commonComputer networkEuropean Journal of Operational Research
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