Browsing by Subject "Generalized linear models"
Now showing items 1-7 of 7
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Article
Interventions in INGARCH processes
(2010)We study the problem of intervention effects generating various types of outliers in a linear count time-series model. This model belongs to the class of observation-driven models and extends the class of Gaussian linear ...
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Article
Log-linear Poisson autoregression
(2011)We consider a log-linear model for time series of counts. This type of model provides a framework where both negative and positive association can be taken into account. In addition time dependent covariates are accommodated ...
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Mallows’ quasi-likelihood estimation for log-linear Poisson autoregressions
(2016)We consider the problems of robust estimation and testing for a log-linear model with feedback for the analysis of count time series. We study inference for contaminated data with transient shifts, level shifts and additive ...
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Article
On weak dependence conditions for Poisson autoregressions
(2012)We consider generalized linear models for regression modeling of count time series. We give easily verifiable conditions for obtaining weak dependence for such models. These results enable the development of maximum ...
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Quasi-likelihood inference for negative binomial time series models
(2014)We study inference and diagnostics for count time series regression models that include a feedback mechanism. In particular, we are interested in negative binomial processes for count time series. We study probabilistic ...
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Article
Retrospective Bayesian outlier detection in INGARCH series
(2013)INGARCH models for time series of counts arising, e.g., in epidemiology or finance assume the observations to be Poisson distributed conditionally on the past, with the conditional mean being an affine-linear function of ...
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Article
Some recent progress in count time series
(2011)We reviewsome regression models for the analysis of count time series. These models have been the focus of several investigations over the last years, but only recently simple conditions for stationarity and ergodicity ...