Search results for "routing"

showing 10 items of 587 documents

Dealing with uncertainty in consensus protocols

2009

Recent 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 e-consensus problem, where the stat…

Mathematical optimizationConsensusWireless ad hoc networkComputer scienceDistributed computingBounded functionConvergence (routing)Consensus protocol; optimizazion; disturbancesNoise (video)Laplacian matrixFocus (optics)Uniform consensus
researchProduct

The solution of a ‘ fixed-target’—model by an approach of system analysis

1974

Abstract A general approach fur economic systems is combined with a concrete ‘ fixed-target’—model. The consideration of convergence leads—under conditions of a stable solution and two targets—to the result that five numerical restrictions must be recognized when treating the two instruments. Generalizations of the discussed illustrative model are possible.

Mathematical optimizationControl and Systems EngineeringConvergence (routing)Computer Science ApplicationsTheoretical Computer ScienceMathematicsInternational Journal of Systems Science
researchProduct

The stacker crane problem and the directed general routing problem

2015

[EN] This article deals with the polyhedral description and the resolution of the directed general routing problem (DGRP) and the stacker crane problem (SCP). The DGRP contains a large number of important arc and node routing problems as special cases, including the SCP. Large families of facet-defining inequalities for the DGRP are described and a branch-and-cut algorithm for these problems is presented. Extensive computational experiments over different sets of DGRP and SCP instances are included.

Mathematical optimizationDirected general routing problemStacker crane problemComputer Networks and CommunicationsStackerNode (networking)Branch-and-cut algorithmDirected graphResolution (logic)Directed rural postman problemHardware and ArchitectureRouting (electronic design automation)MATEMATICA APLICADASoftwareInformation SystemsMathematics
researchProduct

A Stochastic Search on the Line-Based Solution to Discretized Estimation

2012

Published version of a chapter in the book: Advanced Research in Applied Artificial Intelligence. Also available from the publisher at: http://dx.doi.org/10.1007/978-3-642-31087-4_77 Recently, Oommen and Rueda [11] presented a strategy by which the parameters of a binomial/multinomial distribution can be estimated when the underlying distribution is nonstationary. The method has been referred to as the Stochastic Learning Weak Estimator (SLWE), and is based on the principles of continuous stochastic Learning Automata (LA). In this paper, we consider a new family of stochastic discretized weak estimators pertinent to tracking time-varying binomial distributions. As opposed to the SLWE, our p…

Mathematical optimizationDiscretizationLearning automataComputer scienceStochastic Point Locationlearning automataEstimatorVDP::Technology: 500::Information and communication technology: 550020206 networking & telecommunications02 engineering and technologyOracleVDP::Mathematics and natural science: 400::Information and communication science: 420::Knowledge based systems: 425weak estimatorsnon-stationary environmentsLine (geometry)Convergence (routing)0202 electrical engineering electronic engineering information engineeringApplied mathematics020201 artificial intelligence & image processingMultinomial distributionFinite set
researchProduct

A multi-parametric evolution strategies algorithm for vehicle routing problems

2007

Vehicle routing problems are at the heart of most decision support systems for real-life distribution problems. In vehicle routing problem a set of routes must be determined at lowest total cost for a number of resources (i.e. fleet of vehicles) located at one or several points (e.g. depots, warehouses) in order to efficiently service a number of demand or supply points. In this paper an efficient evolution strategies algorithm is developed for both capacitated vehicle routing problem and for vehicle routing problem with time window constraints. The algorithm is based on a new multi-parametric mutation procedure that is applied within the 1 + 1 evolution strategies algorithm. Computational …

Mathematical optimizationDynamic Source RoutingSDG 16 - PeaceComputer scienceEqual-cost multi-path routingEvolution strategiesArtificial IntelligenceVehicle routing problemVehicle routing problemHeuristicsDestination-Sequenced Distance Vector routingTriangular routingStatic routingDistribution managementPolicy-based routingSDG 16 - Peace Justice and Strong InstitutionsGeneral EngineeringPath vector protocol/dk/atira/pure/sustainabledevelopmentgoals/peace_justice_and_strong_institutionsJustice and Strong InstitutionsComputer Science ApplicationsDistance-vector routing protocolLink-state routing protocolMultipath routingHeuristicsAlgorithmExpert systems with applications
researchProduct

Statistical criteria for early-stopping of support vector machines

2007

This paper proposes the use of statistical criteria for early-stopping support vector machines, both for regression and classification problems. The method basically stops the minimization of the primal functional when moments of the error signal (up to fourth order) become stationary, rather than according to a tolerance threshold of primal convergence itself. This simple strategy induces lower computational efforts and no significant differences are observed in terms of performance and sparsity.

Mathematical optimizationEarly stoppingStructured support vector machinebusiness.industryCognitive NeuroscienceMachine learningcomputer.software_genreRegressionProbability vectorComputer Science ApplicationsSupport vector machineRelevance vector machineArtificial IntelligenceConvergence (routing)MinificationArtificial intelligencebusinesscomputerMathematicsNeurocomputing
researchProduct

Fast Convergence of Neural Networks by Application of a New Min-Max Algorithm

1992

Abstract The paper presents a new application of the min-max method, an original algorithm previously successfully applied in other areas and based on a combination of the quasi-Newton and steepest descent methods in order to find the weights minimising the error function of a feed forward neural networks. Preliminary results, obtained by applying the proposed method to a simple 2-2-1 architecture on small Boolean learning problems, are very promising.

Mathematical optimizationError functionArtificial neural networkComputer scienceSimple (abstract algebra)Convergence (routing)MinimaxGradient descent
researchProduct

A New Min-Max Optimisation Approach for Fast Learning Convergence of Feed-Forward Neural Networks

1993

One of the most critical aspect for a wide use of neural networks to real world problems is related to the learning process which is known to be computational expensive and time consuming.

Mathematical optimizationError functionArtificial neural networkWake-sleep algorithmComputer sciencebusiness.industryConvergence (routing)Process (computing)Feed forward neuralArtificial intelligenceDescent directionbusinessGeneralization error
researchProduct

A cutting plane algorithm for the capacitated arc routing problem

2003

The Capacitated Arc Routing Problem (CARP) consists of finding a set of minimum cost routes that service all the positive-demand edges of a given graph, subject to capacity restrictions.In this paper, we introduce some new valid inequalities for the CARP. We have designed and implemented a cutting plane algorithm for this problem based on these new inequalities and some other which were already known. Several identification algorithms have been developed for all these valid inequalities. This cutting plane algorithm has been applied to three sets of instances taken from the literature as well as to a new set of instances with real data, and the resulting lower bound was optimal in 47 out of…

Mathematical optimizationGeneral Computer ScienceBounding overwatchModeling and SimulationGraph (abstract data type)Management Science and Operations ResearchUpper and lower boundsAlgorithmArc routingCutting plane algorithmMathematicsComputers & Operations Research
researchProduct

Heuristics for the Mixed Rural Postman Problem

2000

Abstract The Rural Postman Problem on a mixed graph (MRPP) consists of finding a minimum cost tour which traverses, at least once, the arcs and edges of a given subset of the arcs and edges of the graph. This problem is known to be NP-hard. This paper presents two heuristic approaches to solve it. An approximate algorithm based on the resolution of some flow and matching problems and a tabu search implementation is presented. The tabu search algorithm seeks high-quality tours by means of a switching mechanism in an intensification phase and two levels of diversification. Computational results are presented to assess the merits of the method. Scope and purpose Routing Problems arise in sever…

Mathematical optimizationGeneral Computer ScienceComputer scienceHeuristicMixed graphManagement Science and Operations ResearchFlow networkGraphTabu searchRoute inspection problemModeling and SimulationGraph (abstract data type)HeuristicsArc routingMetaheuristicComputers & Operations Research
researchProduct