Search results for "ensemble"

showing 10 items of 162 documents

Ensemble Feature Selection Based on the Contextual Merit

2001

Recent research has proved the benefits of using ensembles of classifiers for classification problems. Ensembles constructed by machine learning methods manipulating the training set are used to create diverse sets of accurate classifiers. Different feature selection techniques based on applying different heuristics for generating base classifiers can be adjusted to specific domain characteristics. In this paper we consider and experiment with the contextual feature merit measure as a feature selection heuristic. We use the diversity of an ensemble as evaluation function in our new algorithm with a refinement cycle. We have evaluated our algorithm on seven data sets from UCI. The experiment…

Training setComputer sciencebusiness.industryHeuristicPattern recognitionFeature selectionContext (language use)Machine learningcomputer.software_genreEvaluation functionComputingMethodologies_PATTERNRECOGNITIONEnsembles of classifiersFeature (computer vision)Artificial intelligenceHeuristicsbusinesscomputer
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Ensemble Feature Selection Based on Contextual Merit and Correlation Heuristics

2001

Recent research has proven the benefits of using ensembles of classifiers for classification problems. Ensembles of diverse and accurate base classifiers are constructed by machine learning methods manipulating the training sets. One way to manipulate the training set is to use feature selection heuristics generating the base classifiers. In this paper we examine two of them: correlation-based and contextual merit -based heuristics. Both rely on quite similar assumptions concerning heterogeneous classification problems. Experiments are considered on several data sets from UCI Repository. We construct fixed number of base classifiers over selected feature subsets and refine the ensemble iter…

Training setbusiness.industryComputer scienceFeature selectionPattern recognitionBase (topology)Machine learningcomputer.software_genreExpert systemRandom subspace methodComputingMethodologies_PATTERNRECOGNITIONEnsembles of classifiersFeature (machine learning)Artificial intelligencebusinessHeuristicscomputerCascading classifiers
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Structure of longitudinal chromomagnetic fields in high energy collisions

2014

We compute expectation values of spatial Wilson loops in the forward light cone of high-energy collisions. We consider ensembles of gauge field configurations generated from a classical Gaussian effective action as well as solutions of high-energy renormalization group evolution with fixed and running coupling. The initial fields correspond to a color field condensate exhibiting domain-like structure over distance scales of order the saturation scale. At later times universal scaling emerges at large distances for all ensembles, with a nontrivial critical exponent. Finally, we compare the results for the Wilson loop to the two-point correlator of magnetic fields.

We compute expectation values of spatial Wilson loops in the forward light cone of high-energy collisions. We consider ensembles of gauge field configurations generated from a classical Gaussian effective action as well as solutions of high-energy renormalization group evolution with fixed and running coupling. The initial like structure over distance scales of oder the saturation scale. At later times universal scaling emerges at large distances for all ensembles with a nontrivial critical exponent. Finally we compare the resulats for the Wilson loop to the two-point correlator of magnetic fields. (C) 2014 The Authors. Published by Elsevier BV This is an open access article under the CC BY licenseNuclear and High Energy PhysicsWilson loopLARGE NUCLEINuclear TheoryField (physics)FOS: Physical sciences114 Physical sciences01 natural sciencesColor-glass condensateRENORMALIZATION-GROUPNuclear Theory (nucl-th)GLUON DISTRIBUTION-FUNCTIONSHigh Energy Physics - Phenomenology (hep-ph)Light cone0103 physical sciencesSCATTERINGGauge theory010306 general physicsSMALL-XEffective actionPhysicsCORRELATORSta114010308 nuclear & particles physicsCOLOR GLASS CONDENSATERenormalization groupEVOLUTIONJIMWLK EQUATIONHigh Energy Physics - PhenomenologySATURATIONQuantum electrodynamicsCritical exponentPhysics Letters B
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Grand-canonical approach to density functional theory of electrocatalytic systems: Thermodynamics of solid-liquid interfaces at constant ion and elec…

2018

Properties of solid-liquid interfaces are of immense importance for electrocatalytic and electrochemical systems, but modeling such interfaces at the atomic level presents a serious challenge and approaches beyond standard methodologies are needed. An atomistic computational scheme needs to treat at least part of the system quantum mechanically to describe adsorption and reactions, while the entire system is in thermal equilibrium. The experimentally relevant macroscopic control variables are temperature, electrode potential, and the choice of the solvent and ions, and these need to be explicitly included in the computational model as well; this calls for a thermodynamic ensemble with fixed…

Work (thermodynamics)Materials scienceImplicit solvationGeneral Physics and AstronomyElectronDielectric010402 general chemistry01 natural sciencesELECTROCHEMISTRYthermodynamicsCHEMISTRY0103 physical sciencesWATERsolid-liquid interfacesStatistical physicsPhysical and Theoretical Chemistryrajapintailmiötta116QuantumAB-INITIOThermal equilibriumSELF-CONSISTENTta114010304 chemical physicstiheysfunktionaaliteoriaSIMULATIONS0104 chemical sciencesGrand canonical ensembleREDUCTIONCONTINUUMSOLVATIONSolvent modelsStandard electrode potentialtermodynamiikkakatalyysiDensity functional theoryElectronic densityAPPROXIMATIONElectrode potential
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Electric Field Orientation Dependence of Electron Spin Relaxation in Wurtzite GaN

2012

Wurtzite GaNEnsemble Monte CarloSpin dynamicsSettore FIS/03 - Fisica Della Materia
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Numerical Evidences of Polarization Switching in PMN Type Relaxor Ferroelectrics

2011

We present a conceptual and computational framework for chemically ordered Pb(Mg 1/3 Nb 2/3 O 3) (PMN) type supercells violating disorder of the host lattice. The effective Hamiltonian is specified by invariance under permutations of supercells and by the dipole-dipole interaction supporting both local nonzero and zero mean polarization of the structure. Statistics treated in canonical ensemble within the mean field approach reveals emergence of polar nanoregions as supported by interplay between the (random) initial state polarization of supercells and their interactions increased at cooling.

Zero meanCanonical ensemblePhysicsCondensed matter physicsCondensed Matter PhysicsPolarization (waves)Electronic Optical and Magnetic MaterialsCondensed Matter::Materials Sciencesymbols.namesakeMean field theoryControl and Systems EngineeringLattice (order)Materials ChemistryCeramics and CompositessymbolsPolarElectrical and Electronic EngineeringHamiltonian (quantum mechanics)Integrated Ferroelectrics
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Veltījums Latvijas Jaunatnes teātra ansamblim [dzejolis]

1990

Poetry by Latvian biologist, orchid researcher Ernesto Foldats is dedicated to the ensemble of the Latvian Youth Theater. Typewritten on 4 pages. Stored in the Museum of the University of Latvia Botanical and Mycological collections.

Zinātnieka mantojumsdzejaLatvijas Jaunatnes teātra ansamblisLatvian Youth Theater Ensemble:HUMANITIES and RELIGION::Aesthetic subjects::Theatre [Research Subject Categories]Ernests FoldātsZinātnieka personībaVenezuelaVenecuēlaErnesto Foldatpoetry
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ÉQUATIONS DIFFÉRENTIELLES À COEFFICIENTS DANS DES CORPS DE SÉRIES GÉNÉRALISÉES.

2007

We express the connection between the support of some equations and those of generalized series solutions. On the one hand we prove that any real power series solution of a sub-analytic differential equation belong to a lattice (i.e. an additive sub semi-group of positive reals). On the other hand we consider the field Mr of series with well-ordered support included in the Hahn product Hr with finite rank r (i.e. the lexicographic product of r copies of the reals). We equip Mr with a "Hardy type" derivation and define some well-ordered sets T1, ..., Tr such that : for all equation F(y,...,y(n))=0 with F in Mr[[Y0,...,Yn]] and whose support Supp F is a well-ordered subset of Hr, and for all …

[ MATH ] Mathematics [math]corps valué[MATH] Mathematics [math]well-ordered sets.Generalized (power) seriesensembles bien ordonnésfonction sous-analytiqueensembles bien ordonnés.valued fields[MATH]Mathematics [math]Séries généraliséesdéveloppement asymp-<br />totiquevaluationsub-analytic functionsasymptotic<br />development
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Differential inclusions involving normal cones of nonregular sets in Hilbert spaces

2017

This thesis is dedicated to the study of differential inclusions involving normal cones of nonregular sets in Hilbert spaces. In particular, we are interested in the sweeping process and its variants. The sweeping process is a constrained differential inclusion involving normal cones which appears naturally in several applications such as elastoplasticity, electrical circuits, hysteresis, crowd motion, etc.This work is divided conceptually in three parts: Study of positively alpha-far sets, existence results for differential inclusions involving normal cones and characterizations of Lyapunov pairs for the sweeping process. In the first part (Chapter 2), we investigate the class of positivel…

[ MATH.MATH-OC ] Mathematics [math]/Optimization and Control [math.OC]cône normalMoreau-Yosida regularizationcono normalmétodo de tipo Galerkinfonction distanceGalerkin-like methodMSC: 34A60 49J52 34G25 49J53 34B10 93D30subdiferencial de Clarkeprocessus de rafleInclusión diferencialensembles positivement alpha-far'sweeping processfonctions de Lyapunovsous-différentiel de Clarkeprocesos de arrastrefunción distanciaLyapunov functionsconjuntos positivamente alpha-farFunciones de Lyapunovméthode de type Galerkinrégularisation de Moreau-YosidaDifferential inclusions[MATH.MATH-OC] Mathematics [math]/Optimization and Control [math.OC]Clarke subdifferentialregularización de Moreau-YosidaDistance functionInclusion différentielle[MATH.MATH-OC]Mathematics [math]/Optimization and Control [math.OC]Normal conepositively alpha-far sets
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Seasonal reproducibility and predictability of the West African Monsoon in coupled GCMs

2009

In the framework of the ENSEMBLES FP6 project, an ensemble prediction system based on five different state-of-the-art European coupled models has been developed. This study evaluates the performance of these models for forecasting the West African monsoon (WAM) at the monthly time scale. From simulations started the 1 May of each year and covering the period 1991–2001, the reproducibility and potential predictability (PP) of key parameters of the WAM—rainfall, zonal and meridional wind at four levels from the surface to 200 hPa, and specific humidity, from July to September—are assessed. The Sahelian rainfall mode of variability is not accurately reproduced contrary to the Guinean rainfall …

[ SDE.MCG ] Environmental Sciences/Global ChangesWest African monsoonENSEMBLESModel Output Statistics[SDE.MCG] Environmental Sciences/Global Changes[SDU.STU.CL] Sciences of the Universe [physics]/Earth Sciences/Climatology[SDU.STU.CL]Sciences of the Universe [physics]/Earth Sciences/Climatology[SDE.MCG]Environmental Sciences/Global Changespredictability[ SDU.STU.CL ] Sciences of the Universe [physics]/Earth Sciences/ClimatologyComputingMilieux_MISCELLANEOUS
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