异方差阵下的高维多样本均值检验

11601008
2016
A0402.统计推断与统计计算
曹明响
青年科学基金项目
教授
安徽师范大学
17万元
鞅中心极限定理;Behrens-Fisher问题;多样本;高维数据;线性假设
2017-01-01到2019-12-31
  • 中英文摘要
  • 结题摘要
  • 结题报告
  • 项目成果
  • 项目参与人
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序号 标题 类型 作者
1 Parameter estimation for Ornstein–Uhlenbeck processes driven by fractional Lévy process 期刊论文 Shen Guangjun;Li Yunmeng;Gao Zhenlong
2 Objective Bayesian Analysis of Degradation Model with Respect to a Wiener Process 期刊论文 He Lei;He Daojiang;Cao Mingxiang
3 Phi admissibility of linear estimators of common mean parameter in general multivariate linear models under a balanced loss function 期刊论文 Cao Mingxiang;Park Junyong;Shen Guangjun
4 Admissibility of linear estimators of the common mean parameter in general linear models under a balanced loss function 期刊论文 Cao Mingxiang;He Daojiang
5 Linearly admissible estimators on linear functions of regression coefficient under balanced loss function 期刊论文 Cao Mingxiang;He Daojiang
6 Parameter estimation for Ornstein–Uhlenbeck processes of the second kind driven by α-stable Lévy motions 期刊论文 Yu Qian;Shen Guangjun;Cao Mingxiang
7 A test on linear hypothesis of k-sample means in high-dimensional data 期刊论文 Cao Mingxiang;Sun Peng;He Daojiang;Wang Rui;Xu Xingzhong
8 A test for the k sample Behrens–Fisher problem in high dimensional data 期刊论文 Cao Mingxiang;Park Junyong;He Daojiang
9 Least squares estimator of Ornstein-Uhlenbeck processes driven by fractional Levy processes with periodic mean 期刊论文 Shen Guangjun;Yu Qian;Li Yunmeng
10 Linearly admissible estimators of the common mean parameter under balanced loss function 期刊论文 Cao Mingxiang;Xu Xingzhong
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