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Transition models for count data: a flexible alternative to fixed distribution models
by
Berger, Moritz
, Tutz, Gerhard
in
Binomial distribution
/ Chemistry and Earth Sciences
/ Computer Science
/ Count data
/ Economics
/ Finance
/ Generalized linear models
/ Health Sciences
/ Humanities
/ Insurance
/ Law
/ Management
/ Mathematics and Statistics
/ Medicine
/ Original Paper
/ Physics
/ Regression models
/ Smoothing
/ Software
/ Statistical Theory and Methods
/ Statistics
/ Statistics for Business
/ Statistics for Engineering
/ Statistics for Life Sciences
/ Statistics for Social Sciences
/ Transition model
/ Varying coefficients
/ Zero-inflated model
2021
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Transition models for count data: a flexible alternative to fixed distribution models
by
Berger, Moritz
, Tutz, Gerhard
in
Binomial distribution
/ Chemistry and Earth Sciences
/ Computer Science
/ Count data
/ Economics
/ Finance
/ Generalized linear models
/ Health Sciences
/ Humanities
/ Insurance
/ Law
/ Management
/ Mathematics and Statistics
/ Medicine
/ Original Paper
/ Physics
/ Regression models
/ Smoothing
/ Software
/ Statistical Theory and Methods
/ Statistics
/ Statistics for Business
/ Statistics for Engineering
/ Statistics for Life Sciences
/ Statistics for Social Sciences
/ Transition model
/ Varying coefficients
/ Zero-inflated model
2021
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Do you wish to request the book?
Transition models for count data: a flexible alternative to fixed distribution models
by
Berger, Moritz
, Tutz, Gerhard
in
Binomial distribution
/ Chemistry and Earth Sciences
/ Computer Science
/ Count data
/ Economics
/ Finance
/ Generalized linear models
/ Health Sciences
/ Humanities
/ Insurance
/ Law
/ Management
/ Mathematics and Statistics
/ Medicine
/ Original Paper
/ Physics
/ Regression models
/ Smoothing
/ Software
/ Statistical Theory and Methods
/ Statistics
/ Statistics for Business
/ Statistics for Engineering
/ Statistics for Life Sciences
/ Statistics for Social Sciences
/ Transition model
/ Varying coefficients
/ Zero-inflated model
2021
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Transition models for count data: a flexible alternative to fixed distribution models
Journal Article
Transition models for count data: a flexible alternative to fixed distribution models
2021
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Overview
A flexible semiparametric class of models is introduced that offers an alternative to classical regression models for count data as the Poisson and Negative Binomial model, as well as to more general models accounting for excess zeros that are also based on fixed distributional assumptions. The model allows that the data itself determine the distribution of the response variable, but, in its basic form, uses a parametric term that specifies the effect of explanatory variables. In addition, an extended version is considered, in which the effects of covariates are specified nonparametrically. The proposed model and traditional models are compared in simulations and by utilizing several real data applications from the area of health and social science.
Publisher
Springer,Springer Berlin Heidelberg,Springer Nature B.V
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