Search results for "character"

showing 10 items of 2956 documents

Local porosity theory for electrical and hydrodynamical transport through porous media

1993

The current status of local porosity theory for transport in porous media is briefly reviewed. Local porosity theory provides a simple and general method for the geometric characterization of stochastic geometries with correlated disorder. Combining this geometric characterization with effective medium theory allows for the first time to understand a large variety of electrical and hydrodynamical flow experiments on porous rocks from a single unified theoretical framework. Rather than reproducing or rephrasing the original results the present review attempts instead to place local porosity theory within the context of other current developments in theory and experiment.

Statistics and ProbabilityPhysicsContext (language use)MechanicsCondensed Matter PhysicsPhysics::GeophysicsCharacterization (materials science)Theoretical physicsPermeability (earth sciences)Flow (mathematics)Simple (abstract algebra)Current (fluid)PorosityPorous mediumPhysica A: Statistical Mechanics and its Applications
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Block–Savits Characterization and Star Ordering of Exponential Mixtures

2008

Block and Savits (1980) established a characterization of life distributions using the Laplace transform. In this article, we remark that one of the necessary conditions to be IFRA distribution is equivalent to the star ordering of exponential mixtures. It leads to the definition of two new classes of life distributions, called LIFR and LIFRA, and their dual classes: LDFR and LDFRA. It occurs that these classes have many useful aging properties and preserve known reliability operations. Properties of the classes are studied and relations with known classes are established.

Statistics and ProbabilityPure mathematicsDistribution (mathematics)Distribution functionLaplace transformBlock (permutation group theory)Star (graph theory)Characterization (mathematics)AlgorithmDual (category theory)Exponential functionMathematicsCommunications in Statistics - Theory and Methods
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Infinite rate mutually catalytic branching in infinitely many colonies: The longtime behavior

2012

Consider the infinite rate mutually catalytic branching process (IMUB) constructed in [Infinite rate mutually catalytic branching in infinitely many colonies. Construction, characterization and convergence (2008) Preprint] and [Ann. Probab. 38 (2010) 479-497]. For finite initial conditions, we show that only one type survives in the long run if the interaction kernel is recurrent. On the other hand, under a slightly stronger condition than transience, we show that both types can coexist.

Statistics and ProbabilityPure mathematicsProbability (math.PR)coexistenceType (model theory)Characterization (mathematics)Branching (polymer chemistry)Trotter productstochastic differential equationsLévy noisesegregation of typesStochastic differential equationKernel (algebra)Mutually catalytic branching60G1760K35Convergence (routing)FOS: Mathematics60J6560J55PreprintStatistics Probability and UncertaintyMathematics - ProbabilityMathematicsBranching processThe Annals of Probability
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Structural and dynamical characterization of melt PEO–salt mixtures

2002

Abstract Salt doped poly ethylene oxide (PEO) mixtures were investigated by means of both small angle neutron scattering and QENS techniques aiming to characterize morphological and dynamical features in the melt state. These experimental evidences provide support to the proposed heterogeneous scenario for polymer electrolytes. In particular, the existence of PEO–cation complexes is proposed to play a major role in intramolecular cooperation and intermolecular transient crosslinks, which affects the mixture properties.

Statistics and Probabilitychemistry.chemical_classificationMaterials sciencePolymer electrolytesIntermolecular forceDopingtechnology industry and agricultureOxideSalt (chemistry)macromolecular substancesCondensed Matter PhysicsSmall-angle neutron scatteringCharacterization (materials science)chemistry.chemical_compoundchemistryChemical physicsIntramolecular forcePhysica A: Statistical Mechanics and its Applications
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Extremal polynomials in stratified groups

2018

We introduce a family of extremal polynomials associated with the prolongation of a stratified nilpotent Lie algebra. These polynomials are related to a new algebraic characterization of abnormal subriemannian geodesics in stratified nilpotent Lie groups. They satisfy a set of remarkable structure relations that are used to integrate the adjoint equations.

Statistics and Probabilityextremal polynomialsMathematics - Differential GeometryPure mathematicsGeodesicStructure (category theory)Group Theory (math.GR)Characterization (mathematics)algebra01 natural sciencesdifferentiaaligeometriaMathematics - Analysis of PDEsMathematics - Metric Geometry53C17FOS: Mathematics0101 mathematicsAlgebraic numberMathematics - Differential Geometry; Mathematics - Differential Geometry; Mathematics - Analysis of PDEs; Mathematics - Group Theory; Mathematics - Metric Geometry; Mathematics - Optimization and Control; 53C17; 49K30; 17B70Mathematics - Optimization and ControlMathematics010102 general mathematicsStatisticsta111polynomitProlongation53C17 49K30 17B70Lie groupMetric Geometry (math.MG)abnormal extremals010101 applied mathematicsNilpotent Lie algebraNilpotentsub-Riemannian geometryabnormal extremals extremal polynomials Carnot groups sub-Riemannian geometryAbnormal extremals; Carnot groups; Extremal polynomials; Sub-Riemannian geometry; Analysis; Statistics and Probability; Geometry and Topology; Statistics Probability and UncertaintyDifferential Geometry (math.DG)Optimization and Control (math.OC)Carnot groups17B70Probability and UncertaintyGeometry and TopologyStatistics Probability and UncertaintyMathematics - Group TheoryAnalysisAnalysis of PDEs (math.AP)Mathematics - Differential Geometry; Mathematics - Differential Geometry; Mathematics - Analysis of PDEs; Mathematics - Group Theory; Mathematics - Metric Geometry; Mathematics - Optimization and Control; 53C17 49K30 17B7049K30
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Assessing local differences between the spatio-temporal second-order structure of two point patterns occurring on the same linear network

2021

Abstract We introduce Local Indicators of Spatio-Temporal Association (LISTA) functions on linear networks and use them to build a statistical test for local second-order structure. This allows to identify differences in the spatio-temporal clustering behaviour of two point patterns, a point pattern of interest and a background one, both occurring on the same linear network. We assess the performance of the testing procedure for local second-order structure through simulation studies under a variety of scenarios that also account for different generating point processes. We show that the proposed local test is able to correctly identify the spatio-temporal difference in the local second-ord…

Statistics and Probabilitysecond-order characteristicsComputer scienceAssociation (object-oriented programming)Spatio-temporal point patternsStructure (category theory)Management Monitoring Policy and LawPoint processLocal propertielocal propertieshypothesis testinglocal indicators of spatio-temporal associationLinear networkPoint (geometry)Computers in Earth SciencesCluster analysisStatistical hypothesis testingbusiness.industrySecond-order characteristicPattern recognitionPower (physics)Linear networkHypothesis testingLocal Indicators of Spatio-Temporal Associationlinear networksspatio-temporal point patternsArtificial intelligencebusinessSettore SECS-S/01 - Statistica
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Recent applications of point process methods in forestry statistics

2000

Forestry statistics is an important field of applied statistics with a long tradition. Many forestry problems can be solved by means of point processes or marked point processes. There, the "points" are tree locations and the "marks" are tree characteristics such as diameter at breast height or degree of damage by environmental factors. Point pro- cess characteristics are valuable tools for exploratory data analysis in forestry, for describing the variability of forest stands and for under- standing and quantifying ecological relationships. Models of point pro- cesses are also an important basis of modern single-tree modeling, that gives simulation tools for the investigation of forest stru…

Statistics and Probabilitysingle-tree modelsecond order characteristicThinningComputer scienceGeneral MathematicsDiameter at breast heightForestrymodelingvariability indicesField (geography)Point processTree (data structure)Exploratory data analysisEcological relationshipmarkcorrelationStatisticsPoint (geometry)Statistics Probability and UncertaintyecologyGibbs processintensityCox processPoint process
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Precursors of aza-macrocycles: Characterization of substituted phenanthrolines and related bases. Crystal and molecular structure of dichloro-d i-n-b…

1993

The synthesis, characterization and 1~ NMR spectra of some substituted 1,lO-phenantrolines are described. These are precursors of azacyclophanes which are, along with their metal complexes, insoluble in polar solvents. It is suggested that the use of substituted 2,2’, 6,6’ -bipyrimidines as precursors would lead to soluble macrocycles. The crystal and molecular structure of dichloro-di-n-butyl(2,2’,6,6’-bipyr

StereochemistryGeneral Chemical Engineeringchemistry.chemical_elementGeneral ChemistryCrystal structureCharacterization (materials science)MetalCrystalNMR spectra databasechemistryvisual_artX-ray crystallographyPolymer chemistryvisual_art.visual_art_mediumMoleculeTinPure and Applied Chemistry
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Impact of the use of sterically congested Ir(III) complexes on the performance of light-emitting electrochemical cells

2018

International audience; The synthesis, structural and optoelectronic characterization of a family of sterically congested cyclometalated cationic Ir(iii) complexes of the form [Ir(C^N)2(dtBubpy)]PF6 (with dtBubpy = 4,4′-di-tert-butyl-2,2′-bipyridine and C^N = a cyclometalating ligand decorated at the 4-position of the pyridine ring and/or the 3-position of the phenyl ring with a range of sterically bulky substituents) are reported. This family of complexes is compared to the unsubstituted analogue complex R1 bearing 2-phenylpyridinato as cyclometalating ligand. The impact of sterically bulky substituents on the C^N ligands on both the solid state photophysics and light-emitting electrochemi…

Steric effectsPhotoluminescenceMaterials scienceSterically congested02 engineering and technology010402 general chemistryRing (chemistry)Ligands01 natural sciencesElectrochemical cellchemistry.chemical_compoundPyridineMaterials ChemistryOptoelectronic characterization[CHIM.COOR]Chemical Sciences/Coordination chemistryLight-emitting electrochemical cell[PHYS]Physics [physics]X ray powder diffractionLigandChelationYellow luminescenceCationic polymerizationDevice performancePhotoluminescence quantum yieldsGeneral Chemistry021001 nanoscience & nanotechnology0104 chemical sciencesCyclometalating ligandCrystallographychemistrySynthesis (chemical)Iridium compounds0210 nano-technologyLuminescence[CHIM.OTHE]Chemical Sciences/OtherInternuclear distances
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Global integrability of the gradients of solutions to partial differential equations

1994

Stochastic partial differential equationMethod of characteristicsElliptic partial differential equationDifferential equationApplied MathematicsMathematical analysisFirst-order partial differential equationHyperbolic partial differential equationAnalysisMathematicsNumerical partial differential equationsSeparable partial differential equationNonlinear Analysis: Theory, Methods & Applications
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