A Cramér moderate deviation theorem for Hotelling's $T^2$ -statistic with applications to global tests

8 April 2013

Papers citing "A Cramér moderate deviation theorem for Hotelling's $T^2$-statistic with applications to global tests"

6 / 6 papers shown

Title
Refined Cramér Type Moderate Deviation Theorems for General Self-normalized Sums with Applications to Dependent Random Variables and Winsorized Mean Lan Gao Q. Shao Jiasheng Shi 19 5 0 28 Jul 2021
Higher Criticism for Large-Scale Inference, Especially for Rare and Weak Effects D. Donoho Jiashun Jin 122 131 0 17 Oct 2014
Rare and Weak effects in Large-Scale Inference: methods and phase diagrams Jiashun Jin Tracy Ke 98 49 0 16 Oct 2014
Self-normalized Cramér Type Moderate Deviations under Dependence Xiaohong Chen Q. Shao Wei Biao Wu 57 32 0 12 Sep 2014
Simulation-Based Hypothesis Testing of High Dimensional Means Under Covariance Heterogeneity Jinyuan Chang Chaowen Zheng Wen-Xin Zhou Wen Zhou 132 67 0 08 Jun 2014
$L^2$ Asymptotics for High-Dimensional Data Mengyu Xu Danna Zhang Wei Biao Wu 104 8 0 28 May 2014