Search results for "routing"

showing 10 items of 587 documents

Mobile Encounter Network - the missing data link

2008

In this paper, we discuss about the applicability of a short-range wireless communication scheme called Mobile Encounter Network (MEN). Encounters between devices communicating while moving allows ad-hoc -type data transfer to be performed. A background for the emerging of such networks is given. The essential properties of the MEN data transfer are specified. Based on this, the role of MEN as a data transfer medium is discussed. The conclusion is that such networking technique may provide additional value compared to the traditional wireless communication.

Delay-tolerant networkingKey distribution in wireless sensor networksAdaptive quality of service multi-hop routingWireless ad hoc networkWireless networkComputer sciencebusiness.industryDistributed computingMobile computingWireless WANMobile ad hoc networkbusinessComputer networkProceedings of the 12th international conference on Entertainment and media in the ubiquitous era
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Geographical Routing for Delay Tolerant Encounter Networks

2007

Delay Tolerant Networks (DTNs) are intermittently connected networks, where direct end--to--end path between communicating nodes may never exist. To achieve eventual delivery some nodes must store messages and wait opportunity to forward them. In mobile environment, one of the most challenging problems for routing protocols is to decide, which nodes should store the message to achieve eventual delivery as quick as possible. Common approach is to propagate message into large group of nodes, hoping one of them will reach the destination. These solutions, however, are not very scalable as they generate plenty of extra load and traffic to network. Further more, message carriers have no means to…

Delay-tolerant networkingRouting protocolComputer sciencebusiness.industryDistributed computingMessage passingGraph theorycomputer.software_genrelaw.inventionIntelligent agentIntelligent sensorRelaylawScalabilitybusinessWireless sensor networkcomputerComputer network2007 IEEE Symposium on Computers and Communications
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Convergence of density-matrix expansions for nuclear interactions

2010

We extend density-matrix expansions in nuclei to higher orders in derivatives of densities and test their convergence properties. The expansions allow for converting the interaction energies characteristic to finite- and short-range nuclear effective forces into quasi-local density functionals. We also propose a new type of expansion that has excellent convergence properties when benchmarked against the binding energies obtained for the Gogny interaction.

Density matrixPhysicsNuclear TheoryCondensed Matter - Mesoscale and Nanoscale PhysicsBinding energyNuclear TheoryGeneral Physics and AstronomyFOS: Physical sciencesType (model theory)Nuclear Theory (nucl-th)Quantum electrodynamicsConvergence (routing)Mesoscale and Nanoscale Physics (cond-mat.mes-hall)Nuclear forceStatistical physicsNuclear theoryInteraction range
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Patterns and dynamics of neutral lipid fatty acids in ants – implications for ecological studies

2017

Background Trophic interactions are a fundamental aspect of ecosystem functioning, but often difficult to observe directly. Several indirect techniques, such as fatty acid analysis, were developed to assess these interactions. Fatty acid profiles may indicate dietary differences, while individual fatty acids can be used as biomarkers. Ants are among the most important terrestrial animal groups, but little is known about their lipid metabolism, and no study so far used fatty acids to study their trophic ecology. We set up a feeding experiment with high- and low-fat food to elucidate patterns and dynamics of neutral lipid fatty acids (NLFAs) assimilation in ants. We asked whether dietary fatt…

Dietary routingResearchTrophic enrichmentfood and beveragesFatty acid biosynthesisMyrmica rubraLipid metabolismTrophic ecologyTrophic markerslcsh:Zoologylcsh:QL1-991Formica fuscaDirect trophic transferFormicidae
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A Unifying Framework for Perturbative Exponential Factorizations

2021

We propose a framework where Fer and Wilcox expansions for the solution of differential equations are derived from two particular choices for the initial transformation that seeds the product expansion. In this scheme, intermediate expansions can also be envisaged. Recurrence formulas are developed. A new lower bound for the convergence of theWilcox expansion is provided, as well as some applications of the results. In particular, two examples are worked out up to a high order of approximation to illustrate the behavior of the Wilcox expansion.

Differential equationGeneral MathematicsEquacions diferencials01 natural sciencesUpper and lower bounds010305 fluids & plasmas0103 physical sciencesConvergence (routing)Fer expansionComputer Science (miscellaneous)Applied mathematicsZassenhaus formula010306 general physicsEngineering (miscellaneous)Mathematicslcsh:MathematicsBellman problemWilcox expansionOrder (ring theory)lcsh:QA1-939Exponential functionTransformation (function)sequences of linear transformationsProduct (mathematics)Scheme (mathematics)MatemàticaMathematics
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Mutual capture of dipolar molecules at low and very low energies. II. Numerical study.

2011

The low-energy rate coefficients of capture of two identical dipolar polarizable rigid rotors in their lowest nonresonant (j(1) = 0 and j(2) = 0) and resonant (j(1) = 0, 1 and j(2) = 1, 0) states are calculated accurately within the close-coupling (CC) approach. The convergence of the quantum rate coefficients to their quantum-classical counterparts is studied. A comparison of the present accurate numerical with approximate analytical results (Nikitin, E. E.; Troe, J. J. Phys. Chem. A 2010, 114, 9762) indicates a good performance of the previous approach which was based on the interpolation between s-wave fly wheel quantal and all-wave classical adiabatic channel limits. The results obtaine…

DipoleModels ChemicalPolarizabilityChemistryConvergence (routing)Quantum TheoryMoleculePhysical and Theoretical ChemistryAtomic physicsAdiabatic processQuantumResonance (particle physics)Interpolation
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Discharge and bed roughness estimation from water level data analysis

2009

Water level data measured at the two ends of a reach are used to compute both the average n Manning roughness coefficient and the discharge hydrograph in the upstream section of the reach. The methodology is first introduced for the simple case of homogenous roughness and large slope, when the kinematic assumption holds for the momentum equation. In the more general case, when subcritical flow can occur along the channel, an approximation of the downstream boundary condition is required to make always identifiable the calibration problem. In this case, the calibration problem is solved by 1) associating to each possible n value the solution of a flow routing problem, with assigned upstream …

Discharge measurement bed roughness flow routing zero inertia model calibrationSettore ICAR/01 - Idraulica
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On Strong Convergence of Halpern’s Method for Quasi-Nonexpansive Mappings in Hilbert Spaces

2016

In this paper, we introduce a Halpern’s type method to approximate common fixed points of a nonexpansive mapping T and a strongly quasi-nonexpansive mappings S, defined in a Hilbert space, such that I − S is demiclosed at 0. The result shows as the same algorithm converges to different points, depending on the assumptions of the coefficients. Moreover, a numerical example of our iterative scheme is given.

Discrete mathematics010102 general mathematicsHilbert spaceApproximation algorithmFixed pointType (model theory)variational inequality01 natural sciences010101 applied mathematicssymbols.namesakefixed pointModeling and SimulationScheme (mathematics)Variational inequalityConvergence (routing)symbolsQA1-9390101 mathematicsAnalysisapproximation algorithmMathematicsMathematicsMathematical Modelling and Analysis
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Archimedean actions on median pretrees

2001

In this paper we consider group actions on generalized treelike structures (termed ‘pretrees’) defined simply in terms of betweenness relations. Using a result of Levitt, we show that if a countable group admits an archimedean action on a median pretree, then it admits an action by isometries on an [open face R]-tree. Thus the theory of isometric actions on [open face R]-trees may be extended to a more general setting where it merges naturally with the theory of right-orderable groups. This approach has application also to the study of convergence group actions on continua.

Discrete mathematicsCombinatoricsGroup actionBetweenness centralityGroup (mathematics)General MathematicsFace (geometry)Convergence (routing)Countable setAction (physics)MathematicsMathematical Proceedings of the Cambridge Philosophical Society
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Convergence-theoretic characterizations of compactness

2002

AbstractFundamental variants of compactness are characterized in terms of concretely reflective convergence subcategories: topologies, pretopologies, paratopologies, hypotopologies and pseudotopologies. Hyperquotient maps (perfect, quasi-perfect, adherent and closed) and quotient maps (quotient, hereditarily quotient, countably biquotient, biquotient, and almost open) are characterized in terms of various degrees of compactness of their fiber relations, and of sundry relaxations of inverse continuity.

Discrete mathematicsCompactnessFiber (mathematics)PretopologyInverseMathematics::General TopologyPseudotopologyPerfect mapQuotient mapPerfect mapCompact spaceConvergence (routing)Geometry and TopologyConvergenceEquivalence classQuotientMathematicsTopology and its Applications
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