activity
20062023
most citedModerate deviations principle for empirical covariance from a unit root

3 citations · 6 across the 10 of their papers we have counts for

collaborators

10 papers

q-fin.PM2023

Proofs that the Gerber Statistic is Positive Semidefinite

S. Gerber, H. Markowitz, P. Ernst +3

In this brief note, we prove that both forms of the Gerber statistic introduced in Gerber et al. (2022) are positive semi-definite.

math.PR2020

Limiting Spectral Radii of Circular Unitary Matrices under Light Truncation

Yu Miao, Yongcheng Qi

Consider a truncated circular unitary matrix which is a by submatrix of an by circular unitary matrix after deleting the last columns and rows. Jiang an…

math.PR2020

A supplement to the laws of large numbers and the large deviations

Deli Li, Yu Miao

Let . Let be a sequence of independent and identically distributed -valued random variables and set $S_{n} = \sum_{i=1}^{n}X_{i},~n…

math.PR2012★ 3 cited

Moderate deviations principle for empirical covariance from a unit root

Yu Miao, Yanling Wang, Guangyu Yang

In the present paper, we consider the linear autoregressive model in $\rr$, where is unknown, $(ξ_k)_{k\in\zz}$ i…

math.PR2010

Strassen's invariance principle for random walk in random environment

Guangyu Yang, Yu Miao, Dihe Hu

In this paper, we consider random walk in random environment on and prove the Strassen's strong invariance principle for this model, via martingale argum…

math.PR2007★ 3 cited

Central limit theorem and almost sure central limit theorem for the product of some partial sums

Yu Miao

In this paper, we give the central limit theorem and almost sure central limit theorem for products of some partial sums of independent identically distributed random variables.