activity
20112022
most citedCramér Type Moderate Deviations for Random Fields

13 citations · 17 across the 12 of their papers we have counts for

collaborators

14 papers

math.ST2022

On the integrated mean squared error of wavelet density estimation for linear processes

Aleksandr Beknazaryan, Hailin Sang, Peter Adamic

Let be a linear process with density function . We study wavelet density estimation of . Under some regular conditions on the characterist…

stat.ML20211 cited

A Statistician Teaches Deep Learning

G. Jogesh Babu, David Banks, Hyunsoon Cho +3

Deep learning (DL) has gained much attention and become increasingly popular in modern data science. Computer scientists led the way in developing deep learning techniques, so the…

math.ST2021

Variable bandwidth kernel regression estimation

Janet Nakarmi, Hailin Sang, Lin Ge

In this paper we propose a variable bandwidth kernel regression estimator for observations in to improve the classical Nadaraya-Watson estimator. The bias i…

math.ST2020

Shannon entropy estimation for linear processes

Timothy Fortune, Hailin Sang

In this paper, we estimate the Shannon entropy $S(f) = -\E[ \log (f(x))]$ of a one-sided linear process with probability density function . We employ the integral estimator $…

math.PR20201 cited

A Local Limit Theorem for Linear Random Fields

Timothy Fortune, Magda Peligrad, Hailin Sang

In this paper, we establish a local limit theorem for linear fields of random variables constructed from independent and identically distributed innovations each with finite second…

math.PR2020

A Berry-Esseen bound of order for martingales

Songqi Wu, Xiaohui Ma, Hailin Sang +1

Renz (Ann. Probab. 1996) has established a rate of convergence in the central limit theorem for martingales with some restrictive conditions. In the present paper a mo…