scientific article
From MaRDI portal
Publication:3750781
zbMath0611.62017MaRDI QIDQ3750781
Publication date: 1986
Title: zbMATH Open Web Interface contents unavailable due to conflicting licenses.
asymptotic normalitylikelihood ratiologistic regressionskewnesslog-linear modelsgoodness-of-fit statisticsupper percentage pointszero cellssparse datasetsnormal percentilesPearson X squaresmall cell meanssparse product multinomials
Related Items (28)
\(\phi\)-divergence based procedure for parametric change-point problems ⋮ Statistical inference in constrained latent class models for multinomial data based on \(\phi\)-divergence measures ⋮ Nonadditivity in loglinear models using \(\Phi\)-divergences and MLEs ⋮ A maximum entropy type test of fit ⋮ Poisson loglinear modeling with linear constraints on the expected cell frequencies ⋮ A Monte Carlo comparison of Jarque–Bera type tests and Henze–Zirkler test of multivariate normality ⋮ Improved simplified T2 test statistics for a mean vector with monotone missing data ⋮ An approach to multiway contingency tables based on \(\phi \)-divergence test statistics ⋮ Asymptotic laws for disparity statistics in product multinomial models. ⋮ Order-restricted Dose-related Trend Phi-divergence Tests for Generalized Linear Models ⋮ Robust BCa–JaB method as a diagnostic tool for linear regression models ⋮ Sufficient jackknife-after-bootstrap method for detection of influential observations in linear regression models ⋮ Simulation study of the tests of uniform association based on the power-divergence ⋮ Wald type and phi-divergence based test-statistics for isotonic binomial proportions ⋮ On the power-divergence statistic in sparse multinomial models requiring parameter estimation ⋮ New families of estimators and test statistics in log-linear models ⋮ Goodness of fit of product multinomial regression models to sparse data ⋮ On tests of homogeneity based on minimum \(\varphi \)-divergence estimator with constraints ⋮ Phi-divergence statistics for the likelihood ratio order: an approach based on log-linear models ⋮ A simulation study of a new family of test statistics for the Behrens‐Fisher problem ⋮ On comparing the accuracy of competing tests of the same hypotheses from simulation data ⋮ On tests of independence based on minimum \(\varphi \)-divergence estimator with constraints: An application to modeling DNA ⋮ Adjusted power-divergence test statistics for simple goodness-of-fit under clustered sampling ⋮ Comparing two treatments in terms of the likelihood ratio order ⋮ Unnamed Item ⋮ Minimum \(\varphi\)-divergence estimator and \(\varphi\)-divergence statistics in generalized linear models with binary data ⋮ On divergence tests for composite hypotheses under composite likelihood ⋮ Testing in logistic regression models based on \(\phi\)-divergences measures
This page was built for publication:
