The following pages link to <i>M</i>-quantiles (Q3799497):
Displaying 44 items.
- Outlier robust small domain estimation via bias correction and robust bootstrapping (Q2665010) (← links)
- Outlier robust model-assisted small area estimation (Q2874300) (← links)
- Applied regression analysis bibliography update 1988-89 (Q3135298) (← links)
- Asymptotic Properties and Variance Estimators of the M-quantile Regression Coefficients Estimators (Q3462374) (← links)
- A Prediction Interval for M Estimators* (Q3471430) (← links)
- Nonparametric<i>M</i>-quantile regression using penalised splines (Q3619660) (← links)
- Variable selection in expectile regression (Q4563484) (← links)
- Microsimulation of Business Performance (Q4831976) (← links)
- Expectile and quantile regression—David and Goliath? (Q4971425) (← links)
- Robust regression for highly corrupted response by shifting outliers (Q4971442) (← links)
- TERES: Tail Event Risk Expectile Shortfall (Q4991087) (← links)
- Nonparametric estimation of expectile regression in functional dependent data (Q5030947) (← links)
- Small area mean estimation after effect clustering (Q5037044) (← links)
- INSURANCE VALUATION: A TWO-STEP GENERALISED REGRESSION APPROACH (Q5067889) (← links)
- A class of distortion measures generated from expectile and its estimation (Q5078121) (← links)
- M-Quantile Small Area Estimation for Panel Data (Q5268843) (← links)
- ASYMPTOTIC EXPANSIONS OF GENERALIZED QUANTILES AND EXPECTILES FOR EXTREME RISKS (Q5358042) (← links)
- Binary quantile regression and variable selection: A new approach (Q5860953) (← links)
- Minimizing the expected value of the asymmetric loss function and an inequality for the variance of the loss (Q5861177) (← links)
- The MLE of Aigner, Amemiya, and Poirier is <i>not</i> the expectile MLE (Q5862513) (← links)
- On the Behavior of Extreme d-dimensional Spatial Quantiles Under Minimal Assumptions (Q5870999) (← links)
- A note on multivariate \(M\)-quantiles (Q5953900) (← links)
- Functional data analysis of generalized regression quantiles (Q5962733) (← links)
- Variable selection and debiased estimation for single‐index expectile model (Q6075136) (← links)
- Estimation and Testing in M‐quantile Regression with Applications to Small Area Estimation (Q6086600) (← links)
- A Comparison of Methods for Poverty Estimation in Developing Countries (Q6086621) (← links)
- Modelling Group Heterogeneity for Small Area Estimation Using <i>M</i>‐Quantiles (Q6090526) (← links)
- Robust Hierarchical Bayes Small Area Estimation for the Nested Error Linear Regression Model (Q6090535) (← links)
- Small Area Quantile Estimation (Q6090538) (← links)
- Alternative fixed-effects panel model using weighted asymmetric least squares regression (Q6091271) (← links)
- Generalised M‐quantile random‐effects model for discrete response: An application to the number of visits to physicians (Q6091706) (← links)
- Estimating heterogeneous causal effects in observational studies using small area predictors (Q6115534) (← links)
- A corrected Clarke test for model selection and beyond (Q6163272) (← links)
- Inter-order relations between equivalence for \(L_p\)-quantiles of the Student's \(t\) distribution (Q6543146) (← links)
- Expectile and M-quantile regression for panel data (Q6547770) (← links)
- An expectile computation cookbook (Q6547781) (← links)
- A spatial semiparametric M-quantile regression for hedonic price modelling (Q6549701) (← links)
- M-quantile regression shrinkage and selection via the Lasso and elastic net to assess the effect of meteorology and traffic on air quality (Q6595076) (← links)
- Performance evaluation of nursing homes using finite mixtures of logistic models and M-quantile regression for binary data (Q6596724) (← links)
- Robust regression using probabilistically linked data (Q6602010) (← links)
- Robust statistics: a selective overview and new directions (Q6604474) (← links)
- The local linear functional \(k\)NN estimator of the conditional expectile: uniform consistency in number of neighbors (Q6622516) (← links)
- Unified Unconditional Regression for Multivariate Quantiles, M-Quantiles, and Expectiles (Q6631713) (← links)
- Estimation of value-at-risk by \(L^p\) quantile regression (Q6664136) (← links)
