A geometric proof of multivariate self-normalized moderate deviations via ridge regularization

2026-11-05来源 arXiv stat.THEnglish
arXiv:2611.05822v1 Announce Type: cross Abstract: Let $X,X_1,X_2,\ldots$ be i.i.d.\ random vectors in $\mathbb R^d$, where $d\ge1$ is fixed. Assume that $\mathbb{E} X=0$, $\mathbb{E} XX^\top=I_d$ and $\mathbb{E}\|X\|^3

原文:https://www.a8q9.cn/en/article/a-geometric-proof-of-multivariate-self-normalized-moderate-deviations-via-ridge--156309.html

相关文章