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Showing results 1 to 17 of 17
Issue Date
Title
Author(s)
1-Apr-1996
Bivariate regression splines
Chen, LA
;
統計學研究所
;
Institute of Statistics
1-Oct-2002
Distribution-function-based bivariate quantiles
Chen, LA
;
Welsh, AH
;
交大名義發表
;
National Chiao Tung University
1-Jul-1997
An efficient class of weighted trimmed means for linear regression models
Chen, LA
;
統計學研究所
;
Institute of Statistics
1-Jan-2001
Estimators for the linear regression model based on Winsorized observations
Chen, LA
;
Welsh, AH
;
Chan, W
;
統計學研究所
;
Institute of Statistics
15-Apr-2004
Generalized and pseudo-generalized trimmed means for the linear regression with AR(l) error model
Lai, YH
;
Thompson, P
;
Chen, LA
;
統計學研究所
;
Institute of Statistics
1-Sep-2003
A multivariate parallelogram and its application to multivariate trimmed means
Shiau, JJH
;
Chen, LA
;
統計學研究所
;
Institute of Statistics
1-Sep-1999
Multivariate polynomial spline spaces
Chen, LA
;
Hsu, YJ
;
Chiang, YC
;
應用數學系
;
統計學研究所
;
Department of Applied Mathematics
;
Institute of Statistics
6-Nov-1997
Multivariate regression splines
Chen, LA
;
統計學研究所
;
Institute of Statistics
6-Nov-1997
Multivariate regression splines
Chen, LA
;
統計學研究所
;
Institute of Statistics
1-Sep-2002
Robust type Gauss-Markov theorem and Rao's first order efficiency for the symmetric trimmed mean
Thompson, P
;
Yang, EK
;
Chen, LA
;
統計學研究所
;
Institute of Statistics
1-Dec-2004
Symmetric regression quantile and its application to robust estimation for the nonlinear regression model
Chen, LA
;
Tran, LT
;
Lin, LC
;
統計學研究所
;
Institute of Statistics
1-Oct-2000
The symmetric type two-stage trimmed least squares estimator for the simultaneous equations model
Chen, LA
;
Thompson, P
;
Hung, HN
;
統計學研究所
;
Institute of Statistics
1-Jan-1997
Tensor product polynomial splines
Chen, LA
;
Chan, WY
;
Lee, TS
;
統計學研究所
;
Institute of Statistics
1-Jan-1997
Tensor product polynomial splines
Chen, LA
;
Chan, WY
;
Lee, TS
;
統計學研究所
;
Institute of Statistics
1998
Trimmed least squares estimator as best trimmed linear conditional estimator for linear regression model
Chen, LA
;
Thompson, P
;
統計學研究所
;
Institute of Statistics
1996
Two-stage regression quantiles and two-stage trimmed least squares estimators for structural equation models
Chen, LA
;
Portnoy, S
;
統計學研究所
;
Institute of Statistics
1-Dec-2001
Two-stage Welsh's trimmed mean for the simultaneous equations model
Chen, LA
;
Liang, KY
;
Liu, CC
;
統計學研究所
;
Institute of Statistics