References in zbMATH (referenced in 25 articles )

Showing results 1 to 20 of 25.
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  1. Pitselis, Georgios: Multi-stage nested classification credibility quantile regression model (2020)
  2. Chernozhukov, Victor (ed.); Galvao, Antonio F. (ed.); He, Xuming (ed.); Xiao, Zhijie (ed.): Editorial: Quantile regression (2019)
  3. Riazoshams, Hossein; Midi, Habshah; Ghilagaber, Gebrenegus: Robust nonlinear regression: with applications using R (2019)
  4. Alhusseini, Fadel Hamid Hadi; Georgescu, Vasile: Bayesian composite tobit quantile regression (2018)
  5. Lv, Shaogao; Lin, Huazhen; Lian, Heng; Huang, Jian: Oracle inequalities for sparse additive quantile regression in reproducing kernel Hilbert space (2018)
  6. Maidman, Adam; Wang, Lan: New semiparametric method for predicting high-cost patients (2018)
  7. Lafuente-Rego, Borja; Vilar, José A.: Clustering of time series using quantile autocovariances (2016)
  8. Jung, Yoonsuh; Lee, Yoonkyung; MacEachern, Steven N.: Efficient quantile regression for heteroscedastic models (2015)
  9. Yu, Yang: Bayesian quantile regression for hierarchical linear models (2015)
  10. Zheng, Qi; Peng, Limin; He, Xuming: Globally adaptive quantile regression with ultra-high dimensional data (2015)
  11. Nassiri, Vahid; Loris, Ignace: An efficient algorithm for structured sparse quantile regression (2014)
  12. Yao, Yonggang; Lee, Yoonkyung: Another look at linear programming for feature selection via methods of regularization (2014)
  13. Yong, Longquan: Novel global harmony search algorithm for least absolute deviation (2014)
  14. Alhamzawi, Rahim; Yu, Keming: Conjugate priors and variable selection for Bayesian quantile regression (2013)
  15. Benoit, Dries F.; Alhamzawi, Rahim; Yu, Keming: Bayesian lasso binary quantile regression (2013)
  16. Chung, Matthias; Long, Qi; Johnson, Brent A.: A tutorial on rank-based coefficient estimation for censored data in small- and large-scale problems (2013)
  17. Lin, Guixian; He, Xuming; Portnoy, Stephen: Quantile regression with doubly censored data (2012)
  18. Koenker, Roger; Ng, Pin: A Frisch-Newton algorithm for sparse quantile regression (2005)
  19. Chakraborty, Biman: On multivariate quantile regression (2003)
  20. Hasan, Mohammad N.: Rank tests of unit root hypothesis with infinite variance errors (2001)

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