Journal: Computational Statistics & Data Analysis

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Abbreviation

Comput. stat. data anal.

Publisher

Elsevier

Journal Volumes

ISSN

0167-9473

Description

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Publications 1 - 10 of 13
  • Hennig, Christian; Hausdorf, Bernhard (2004)
    Computational Statistics & Data Analysis
  • Teuber, Tanja; Lang, Annika (2012)
    Computational Statistics & Data Analysis
  • Aeberhard, William H.; Cantoni, Eva; Heritier, Stephane (2017)
    Computational Statistics & Data Analysis
    Inference on regression coefficients when the response variable consists of overdispersed counts is traditionally based on Wald, score and likelihood ratio tests. As the accuracy of the p-values of such tests becomes questionable in small samples, three recently developed tests are adapted to the negative binomial regression model. The non-trivial computational aspects involved in their implementation, some of which remained obscure in the literature until now, are detailed for general M-estimators. Under regularity conditions, these tests feature a relative error property with respect to the asymptotic chi-squared distribution, thus yielding highly accurate p-values even in small samples. Extensive simulations show how these new tests outperform the traditional ones in terms of actual level with comparable power. Moreover, inference based on robust (bounded influence) versions of these tests remains reliable when the sample does not entirely conform to the model assumptions. The use of these procedures is illustrated with data coming from a recent randomized controlled trial, with a sample size of 52 observations. An R package implementing all tests is readily available.
  • Fellinghauer, Bernd; Bühlmann, Peter; Ryffel, Martin; et al. (2013)
    Computational Statistics & Data Analysis
  • Mixture ensemble Kalman filters
    Item type: Journal Article
    Frei, Marco; Künsch, Hans Rudolf (2013)
    Computational Statistics & Data Analysis
  • Balabdaoui, Fadoua; Kulagina, Yulia (2020)
    Computational Statistics & Data Analysis
  • Rügamer, David; Baumann, Philipp F. M.; Greven, Sonja (2022)
    Computational Statistics & Data Analysis
    After model selection, subsequent inference in statistical models tends to be overconfident if selection is not accounted for. One possible solution to address this problem is selective inference, which constitutes a post-selection inference framework and yields valid inference statements by conditioning on the selection event. Existing work on selective inference is, however, not directly applicable to additive and linear mixed models. A novel extension to recent work on selective inference to the class of additive and linear mixed models is thus presented. The approach can be applied for any type of model selection mechanism that can be expressed as a function of the outcome variable (and potentially of covariates on which the model conditions). Properties of the method are validated in simulation studies and in an application to a data set in monetary economics. The approach is particularly useful in cases of non-standard selection procedures, as present in the motivating application.
  • Koller, Manuel; Stahel, Werner A. (2011)
    Computational Statistics & Data Analysis
  • Wheatley, Spencer; Filimonov, Vladimir; Sornette, Didier (2016)
    Computational Statistics & Data Analysis
  • Hampel, Frank; Hennig, Christian; Ronchetti, Elvezio (2011)
    Computational Statistics & Data Analysis
Publications 1 - 10 of 13