Search results for "Models"

showing 10 items of 8211 documents

Bayesian Modeling of Sequential Discoveries

2022

We aim at modelling the appearance of distinct tags in a sequence of labelled objects. Common examples of this type of data include words in a corpus or distinct species in a sample. These sequential discoveries are often summarised via accumulation curves, which count the number of distinct entities observed in an increasingly large set of objects. We propose a novel Bayesian method for species sampling modelling by directly specifying the probability of a new discovery, therefore allowing for flexible specifications. The asymptotic behavior and finite sample properties of such an approach are extensively studied. Interestingly, our enlarged class of sequential processes includes highly tr…

Statistics and Probabilitylajistokartoitusspecies sampling modelslogistic regressionbayesilainen menetelmäaccumulation curvesotantaStatistics Probability and Uncertaintydirichlet processtilastolliset mallitpoisson-binomial distribution
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A comparison of semiparametric approaches to evaluate composite endpoints in heart failure trials

2021

In heart failure trials efficacy is usually proven by a composite endpoint including cardiovascular death (CVD) and recurrent heart failure hospitalisations (HFH), evaluated with time-to-first-event analysis based on a Cox model. As a considerable fraction of events is ignored that way, recurrent event[for full text, please go to the a.m. URL]

Statistics and Probabilitymedicine.medical_specialtyEpidemiology610 Medizinheart failureleast false parameterPositive correlationjoint frailty modelCorrelationLWYY model610 Medical sciencesInternal medicineMulticenter trialmedicineHumansTreatment effectFraction (mathematics)proportional rates modelsProportional Hazards ModelsProportional hazards modelbusiness.industry610 Medical sciences; Medicinemedicine.diseasecomposite endpointRecurrent eventTreatment Outcomeddc: 610recurrent eventsHeart failureCardiologybusiness
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GAMLSS for high-variability data: an application to liver fibrosis case

2020

In this paper, we propose management of the problem caused by overdispersed data by applying the generalized additive model for location, scale and shape framework (GAMLSS) as introduced by Rigby and Stasinopoulos (2005). The idea of using a GAMLSS approach for handling our problem comes from the idea of Aitkin (1996) consisting in the use of an EM maximum likelihood estimation algorithm (Dempster, Laird, and Rubin, 1977) to deal with overdispersed generalized linear models (GLM). As in the GLM case, the algorithm is initially derived as a form of Gaussian quadrature assuming a normal mixing distribution. The GAMLSS specification allows the extension of the Aitkin algorithm to probability d…

Statistics and Probabilitymixture models worm plot residual analysis liver diseasesScale (ratio)Generalized additive modelliver diseases mixture models residual analysis worm plotStatistical modelProbability and statisticsGeneral MedicineVariance (accounting)ResidualMixture model01 natural sciences030218 nuclear medicine & medical imaging010104 statistics & probability03 medical and health sciences0302 clinical medicineOverdispersionEconometrics0101 mathematicsStatistics Probability and UncertaintyThe International Journal of Biostatistics
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Efficient change point detection in genomic sequences of continuous measurements

2010

Abstract Motivation: Knowing the exact locations of multiple change points in genomic sequences serves several biological needs, for instance when data represent aCGH profiles and it is of interest to identify possibly damaged genes involved in cancer and other diseases. Only a few of the currently available methods deal explicitly with estimation of the number and location of change points, and moreover these methods may be somewhat vulnerable to deviations of model assumptions usually employed. Results: We present a computationally efficient method to obtain estimates of the number and location of the change points. The method is based on a simple transformation of data and it provides re…

Statistics and Probabilitymodel selectionBreast Neoplasmscomputer.software_genreBiochemistryCell LineSimple (abstract algebra)Cell Line TumorHumansComputer Simulationpiecewise constant modelMolecular BiologyMathematicsOligonucleotide Array Sequence AnalysisSupplementary dataComparative Genomic HybridizationModels StatisticalSeries (mathematics)Model selectionGenomicsComputer Science ApplicationsComputational MathematicsR packageTransformation (function)Computational Theory and MathematicsChange pointsChangepointaCGH analysiFemaleData miningSettore SECS-S/01 - StatisticacomputerChange detection
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Contributed discussion on article by Pratola

2016

The author should be commended for his outstanding contribution to the literature on Bayesian regression tree models. The author introduces three innovative sampling approaches which allow for efficient traversal of the model space. In this response, we add a fourth alternative.

Statistics and Probabilitymodel selectionMarkov Chain Monte Carlo (MCMC)Bayesian regression treeComputer scienceBig dataBayesian regression tree (BRT) modelsComputingMilieux_LEGALASPECTSOFCOMPUTINGbirth–death processMachine learningcomputer.software_genreSequential Monte Carlo methods01 natural sciencespopulation Markov chain Monte Carlo010104 statistics & probabilitysymbols.namesakebig data0502 economics and businessBayesian Regression Trees (BART)0101 mathematics050205 econometrics Bayesian treed regressionMultiple Try Metropolis algorithmsINFERÊNCIA ESTATÍSTICAbusiness.industryApplied MathematicsModel selection05 social sciencesRejection samplingData scienceVariable-order Bayesian networkTree (data structure)Tree traversalMarkov chain Monte Carlocontinuous time Markov processsymbolsArtificial intelligencebusinessBayesian linear regressioncommunication-freecomputerGibbs samplingBayesian Analysis
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Dynamics of Pattern Formation in Biomimetic Systems

2008

This paper is an attempt to conceptualize pattern formation in self-organizing systems and, in particular, to understand how structures, oscillations or waves arise in a steady and homogenous environment, a phenomenon called symmetry breaking. The route followed to develop these ideas was to couple chemical oscillations produced by Belousov-Zhabotinsky reaction with confined reaction environments, the latter being an essential requirement for any process of Life. Special focus was placed on systems showing organic or lipidic compartments, which represent more reliable biomimetic matrices.

Statistics and Probability{CHEMICAL} {OSCILLATORS}Belousov-Zhabotinsky reactionLipid BilayersPattern formationNanotechnology{CHEMICAL} {OSCILLATORS}; Lipid systems; Reverse microemulsionsModels BiologicalTuring structuresGeneral Biochemistry Genetics and Molecular BiologyDiffusionBiomimeticsChemical oscillatorsAnimalsSymmetry breakingPhysicsGeneral Immunology and MicrobiologyChemistry PhysicalSystems BiologyApplied MathematicsLipid systemsBiomimetic systemsGeneral MedicineBelousov-Zhabotinsky reaction; Chemical oscillators; Turing structures; Biomimetic systems; Lipid systems; Reverse microemulsionsReverse microemulsionsBelousov–Zhabotinsky reactionModeling and SimulationEmulsionsGeneral Agricultural and Biological SciencesBiological system
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A Calvin Bestiary

2017

This paper compares a number of mathematical models for the Calvin cycle of photosynthesis and presents theorems on the existence and stability of steady states of these models. Results on five-variable models in the literature are surveyed. Next a number of larger models related to one introduced by Pettersson and Ryde-Pettersson are discussed. The mathematical nature of this model is clarified, showing that it is naturally defined as a system of differential-algebraic equations. It is proved that there are choices of parameters for which this model admits more than one positive steady state. This is done by analysing the limit where the storage of sugars from the cycle as starch is shut d…

Steady state (electronics)Mathematical modelApplied mathematicsMinimal modelsLimit (mathematics)Stability (probability)Shut downMathematics
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CO-releasing binuclear rhodium complexes as inhibitors of nitric oxide generation in stimulated macrophages.

2013

Nontoxic CO-releasing dirhodium complexes act as inhibitors of NO in stimulated macrophage cells, suggesting that novel antiinflammatory treatments could involve the use of these types of binuclear complexes.

StereochemistryAnti-Inflammatory Agentschemistry.chemical_elementApoptosisNitric OxideModels BiologicalNitric oxideRhodiumCell LineInorganic Chemistrychemistry.chemical_compoundQUIMICA ORGANICACoordination ComplexesQUIMICA ANALITICAMacrophageMoleculeAnimalsHumansRhodiumPhysical and Theoretical ChemistryCarbon monoxideCarbon MonoxideMacrophagesRegulatorQUIMICA INORGANICAMoleculesHeme oxygenaseHeme oxygenaseCormschemistrySmooth muscle cellsCell cultureApoptosisBiological AssayCarbon monoxideInorganic chemistry
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Do dynamic effects play a significant role in enzymatic catalysis? A theoretical analysis of formate dehydrogenase.

2010

A theoretical study of the protein dynamic effects on the hydride transfer between the formate anion and nicotinamide adenine dinucleotide (NAD + ), catalyzed by formate dehydrogenase (FDH), is presented in this paper. The analysis of free downhill molecular dynamic trajectories, performed in the enzyme and compared with the reaction in aqueous solution, has allowed the study of the dynamic coupling between the reacting fragments and the protein or the solvent water molecules, as well as an estimation of the dynamic effect contribution to the catalytic effect from calculation of the transmission coefficient in the enzyme and in solution. The obtained transmission coefficients for the enzyme…

StereochemistryFDHNicotinamide adenine dinucleotideFormate dehydrogenaseenzyme catalysisChemical reactionrare-event trajectoriesCatalysisEnzyme catalysischemistry.chemical_compoundMolecular dynamicsReaction rate constantGrote–Hynes theoryComputational chemistryFormatedynamic effectsNuclear Magnetic Resonance BiomolecularAqueous solutionMolecular StructureOrganic ChemistryGeneral ChemistryModels TheoreticalNADFormate Dehydrogenasesmolecular dynamicsKineticschemistryAlgorithmsChemistry (Weinheim an der Bergstrasse, Germany)
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Rotational Isomerism in Acetic Acid: The First Experimental Observation of the High-Energy Conformer

2003

The high-energy conformer of acetic acid (cis-AA) is produced in an Ar matrix by vibrational excitation of the OH stretching overtone of the ground conformational state (trans-AA). IR-absorption spectroscopy provides a clear identification of the reaction product. cis-AA converts back to trans-AA in a time scale of minutes at 8 K by tunneling. http://dx.doi.org/10.1021/ja038341a

StereochemistryOvertoneMolecular ConformationInfrared spectroscopy010402 general chemistry01 natural sciencesBiochemistryCatalysisAcetic acidchemistry.chemical_compoundColloid and Surface ChemistryIsomerismAb initio quantum chemistry methods0103 physical sciencesSpectroscopy Fourier Transform InfraredSpectroscopyConformational isomerismAcetic Acid010304 chemical physicsChemistryMatrix isolationGeneral Chemistry3. Good health0104 chemical sciencesKineticsModels ChemicalPhysical chemistryExcitation
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