Adaptively truncated maximum likelihood regression with asymmetric errors
By Alfio Marazzi, Victor J. Yohai. 2004
53 citations recorded by the source corpus.
Subfields: Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/5fe98476980f3c7bd70cabe553c0f79e3436ea51
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In Statistics and Probability
- Alexandre Leblanc
- Ricardas Zitikis
- B. Jones
- Christophe Croux
- Kris Boudt
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- Carlos Matrán
- Sabéastien Laurent
Citations in the corpus
- Robust estimation of intraweek periodicity in volatility and jump detection (2011, methodology): “As an alternative to the OLS and ML estimators, we propose to use the Truncated Maximum Likelihood (TML) estimator introduced by Marazzi and Yohai (2004). This estimator gives a zero weight to observations that are outliers according to the value of the ML loss function.”
- Robust fitting of claim severity distributions and the method of trimmed moments (2009, background): “…in finance and economics (see, e.g., Dupuis and Victoria-Feser, 2006, Cowell and VictoriaFeser, 2006, 2007), geopedology (Vandewalle et al ., 2007), robust fitting of non-standard regression models (Marazzi and Yohai, 2004, 2006), a general minimum-distance modeling approach by Scott (2001).”
- Second-order nonlinear least squares estimation (2008, background): “They also attract much attention in (Bayesian) robust statistics (e.g., Azzalini and Capitanio 1999, Marazzi and Yohai 2004, Sahu et al. 2003).”
- Robust estimation in the normal mixture model based on robust clustering (2008, methodology): “A similar approach was adopted by Marazzi and Yohai [14] in the univariate regression model.”
- Robust estimation for linear regression with asymmetric errors (2005, background): “It is well known that M-estimates with unbounded ‰ are not robust for high leverage outliers. Marazzi and Yohai (2003) .”