Testing lack of fit in multiple regression
By Marc Aerts, Gerda Claeskens, Jeffrey D. Hart. 2000
74 citations recorded by the source corpus.
Subfields: Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/ed0477af205f529cc0476411b07b4bcb4890a851
How researchers see this paper
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In Statistics and Probability
- Gerda Claeskens
- Nils Lid Hjort
- Xinyu Zhang
- Hua Liang
- Jianqing Fan
- Guohua Zou
- Alan T. K. Wan
- Mark F. J. Steel
Citations in the corpus
- Restricted likelihood ratio lack‐of‐fit tests using mixed spline models (2004, methodology): “A similar ‘max’ test statistic using orthogonal series estimators in multivariate regression models has been constructed by Aerts, Claeskens and Hart (2000) .”
- The Focused Information Criterion (2003, methodology): “the AIC-based order selection tests of Eubank and Hart (1992) and Aerts, Claeskens and Hart (1999, 2000) , the BIC-type test statistic of Ledwina (1994), and the general goodness-of-fit tests of Claeskens and Hjort (2003).”
- Goodness of Fit via Non‐parametric Likelihood Ratios (2004, methodology): “The second type of test keeps a fixed C value and rejects when Z n exceeds a positive constant z0, and is similar in spirit to tests used in regression models by Aerts et al. (2000).”
- Goodness-of-Fit Tests for Parametric Regression Models (2001, background): “…criterion in d-dimensions, Stute, González Mantoiga, and Presedo Quindimil (1998) investigated a marked empirical process based on the residuals and Aerts, Claeskens, and Hart (1999) constructed tests based on orthogonal series that involved choosing a nested model sequence in the bivariate…”