| 标题: | Mallows型式回归分位向量 Mallows Type Regression Quantile |
| 作者: | 陈邻安 CHEN LIN-AN 交通大学统计研究所 |
| 关键字: | 线性回归模型;联立方程模型;回归方位向量;正定矩阵;Linear regression model;Simultaneous equations model;Regression quantile;Positive definite matrix |
| 公开日期: | 1998 |
| 摘要: | 我们将利用De Jongh, De Wet and Welsh (1988, JASA)的方法来建立Mallows型式的回归分位向量。此一研究也将延伸到联立方程式模型。 |
| 官方说明文件#: | NSC87-2118-M009-001 |
| URI: | http://hdl.handle.net/11536/94880 https://www.grb.gov.tw/search/planDetail?id=370991&docId=66696 |
| 显示于类别： | Research Plans |
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- 线性回归模型及联立方程式模型之Mallows形式有界回归分位向量 / 庄弘昌;Chuang, Hung-Chang;陈邻安;Chen Lin-An
- 基因表现分析之稳健回归估计量 / 张佑华;Chang, Yu-Hua;陈邻安;Chen, Lin-An
- Trimmed least squares estimator as best trimmed linear conditional estimator for linear regression model / Chen, LA;Thompson, P
- Symmetric quantiles and their applications / Chiang, Yuang-Chin;Chen, Lin-An;Yang, Hsien-Chueh Peter
- Two-stage regression quantiles and two-stage trimmed least squares estimators for structural equation models / Chen, LA;Portnoy, S
- The symmetric type two-stage trimmed least squares estimator for the simultaneous equations model / Chen, LA;Thompson, P;Hung, HN
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