Pages that link to "Item:Q3787293"

The following pages link to Bobust estimation of begression und scale parameters in linear models with asymmetric error distributions (Q3787293):

Displaying 20 items.

• Robust estimation of regression parameters (Q584203) (← links)
• On asymptotics of t-type regression estimation in multiple linear model (Q813812) (← links)
• Efficient and robust estimation of regression and scale parameters, with outlier detection (Q829754) (← links)
• On the robust rank analysis of linear models with nonsymmetric error distributions (Q1069601) (← links)
• Asymptotic behavior of robust estimators of regression and scale parameters with fixed carriers (Q1079901) (← links)
• Robust estimation in the linear model with asymmetric error distributions (Q1082742) (← links)
• Rank-based inference for linear models: Asymmetric errors (Q1123516) (← links)
• On M-methods in growth curve analysis with asymmetric errors (Q1200658) (← links)
• Adaptively truncated maximum likelihood regression with asymmetric errors. (Q1429890) (← links)
• On the choice of support of re-descending \(\psi\)-functions in linear models with asymmetric error distributions (Q1813434) (← links)
• Symmetric regression quantile and its application to robust estimation for the nonlinear regression model (Q1888304) (← links)
• Estimation of central shapes of error distributions in linear regression problems (Q1934473) (← links)
• High-dimensional robust approximated \(M\)-estimators for mean regression with asymmetric data (Q2079618) (← links)
• A practical method of robust estimation in case of asymmetry (Q2321994) (← links)
• Robust estimation of regression and scale parameters in linear models (Q2758202) (← links)
• Asymptotic properties of a rank estimate in linear regression with symmetric non-identically distributed errors (Q2863098) (← links)
• Asymmetric Errors in Linear Models: Estimation—Theory and Monte Carlo (Q4322938) (← links)
• <i>M</i>‐Estimates of regression when the scale is unknown and the error distribution is possibly asymmetric: A minimax result (Q4715847) (← links)
• A new GEE method to account for heteroscedasticity using asymmetric least-square regressions (Q5044667) (← links)
• Robust estimation for linear regression with asymmetric errors (Q5486554) (← links)