Search results for "oscillation [antineutrino]"

showing 7 items of 17 documents

Working group report: Neutrino physics

2009

This is the report of the neutrino physics working group at WHEPP-X. We summarize the problems selected and discussed at the workshop and the papers which have resulted subsequently.

Physicsline-experiment-simulatorParticle physicsGroup (mathematics)Solar neutrinooscillation experimentsGeneral Physics and AstronomyNeutrino Mass ModelsSolar neutrino problemPhysics and Astronomy(all)Oscillation ExperimentsNeutrino OscillationsNuclear physicsLeptogenesisLine-Experiment-SimulatorLeptogenesisPhysical Sciences and MathematicsMeasurements of neutrino speedNeutrinoLepton Flavour ViolationNeutrino oscillation
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Measuring lung function in asthmatic children: A spirometry and forced oscillation technique (FOT) comparison

2016

Background: Spirometry is the most common pulmonary function test used in asthma diagnosing. However, it requires good patient co-operation. FOT has gained increasing attention for the measurement of pulmonary function in children because it is performed at steady state breathing. Aim: To compare spirometry and FOT in order to discriminate severity of asthma according to GINA. Methods: Spirometry and FOT were performed in 176 out-patient asthmatic children (5-16 year), 100 (57%) with naive Persistent Asthma (PA) and 76 (43%) with Intermittent Asthma (IA), consecutively enrolled at the IBIM pediatric clinic. Two principal component analyses (PCA) were performed, the first (PCA1) based on FEV…

Spirometrymedicine.medical_specialtymedicine.diagnostic_testbusiness.industrylung functionmedicine.diseasePulmonary function testingAsthmatic childrenlung function asthmatic children forced oscillation tecniqueFEV1/FVC ratioForced Oscillation TechniqueStatistical significanceInternal medicineBreathingmedicinePhysical therapyCardiologyforced oscillation tecniquebusinessAsthmaasthmatic children
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Nonlinear parametric quantile models

2020

Quantile regression is widely used to estimate conditional quantiles of an outcome variable of interest given covariates. This method can estimate one quantile at a time without imposing any constraints on the quantile process other than the linear combination of covariates and parameters specified by the regression model. While this is a flexible modeling tool, it generally yields erratic estimates of conditional quantiles and regression coefficients. Recently, parametric models for the regression coefficients have been proposed that can help balance bias and sampling variability. So far, however, only models that are linear in the parameters and covariates have been explored. This paper …

Statistics and ProbabilityStatistics::Theoryquantile regressionEpidemiologyparametric010501 environmental sciences01 natural sciencesquantile regression coefficients models010104 statistics & probabilityOutcome variableHealth Information ManagementCovariateEconometricsHumansStatistics::MethodologyComputer Simulation0101 mathematicsChild0105 earth and related environmental sciencesParametric statisticsMathematicsModels StatisticalForced oscillation technique integrated loss function parametric quantile regression quantile regression coefficients models Child Computer Simulation Humans Regression Analysis Models Statistical Nonlinear DynamicsStatistics::ComputationQuantile regressionNonlinear systemNonlinear Dynamicsintegrated loss functionRegression AnalysisQuantileStatistical Methods in Medical Research
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On ordinary differential equations with interface conditions

1968

Stochastic partial differential equationOscillation theoryExamples of differential equationsApplied MathematicsCollocation methodMathematical analysisDifferential algebraic equationAnalysisSeparable partial differential equationNumerical partial differential equationsMathematicsIntegrating factorJournal of Differential Equations
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Asymptotics for third-order nonlinear differential equations: Non-oscillatory and oscillatory cases

2022

We discuss a third-order differential equation, involving a general form of nonlinearity. We obtain results describing how suitable coefficient functions determine the asymptotic and (non-)oscillatory behavior of solutions. We use comparison technique with first-order differential equations together with the Kusano–Naito’s and Philos’ approaches.

Third order nonlinearOscillation and non-oscillationDifferential equationGeneral MathematicsComparison technique010102 general mathematicsMathematical analysis01 natural sciencesAsymptotic behavior010101 applied mathematicsSettore MAT/05 - Analisi Matematica0101 mathematicsThird-order differential equationNonlinear differential equationMathematics
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Respiratory mechanics measured by forced oscillations during mechanical ventilation through a tracheal tube

2011

The forced oscillation technique (FOT) allows the measurement of respiratory mechanics in the intensive care setting. The aim of this study was to compare the FOT with a reference method during mechanical ventilation through a tracheal tube. The respiratory impedance spectra were measured by FOT in nine anaesthetized pigs, and resistance and compliance were estimated on the basis of a linear resistance-compliance inertance model. In comparison, resistance and compliance were quantified by the multiple linear regression analysis (LSF) of conventional ventilator waveforms to the equation of motion. The resistance of the sample was found to range from 6 to 21 cmH(2)O s l(-1) and the compliance…

Time FactorsSwinePhysiologyCoefficient of variationmedicine.medical_treatmentBiomedical EngineeringBiophysicsRespiratory physiologyPulmonary complianceForced Oscillation TechniquePhysiology (medical)Intensive careStatisticsmedicineAnimalsLung ComplianceMathematicsMechanical ventilationbusiness.industryReproducibility of ResultsRepeatabilityReference Standardsrespiratory systemRespiration ArtificialInertanceTracheaRespiratory MechanicsNuclear medicinebusinessPhysiological Measurement
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Optimizing the θ23 octant search in long baseline neutrino experiments

2017

Determination of the θ 23 octant will be an important goal for the next generation of neutrino oscillation experiments, as it will show whether the true value of θ 23 lies in the high octant, θ 23 > 45°, or in the low octant, θ 23 < 45°. In this work we investigate the prospects of studying the θ 23 octant in future long baseline neutrino experiments. Using the GLoBES software, we study the sensitivity to θ 23 octant in terms of baseline length and beam sharing and use the LBNO setup as our benchmark. We also show the interference on the octant determination that arises from the unconstrained CP violation angle δ CP. In our results, we show the impact of matter effects on the octant determi…

neutriinotneutrino oscillation experimentsmixing angle
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