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个人信息Personal Information
教授 博士生导师
招生学科专业：
应用统计 -- 【招收硕士研究生】 -- 数学学院
数学 -- 【招收博士、硕士研究生】 -- 数学学院
毕业院校：武汉大学
学历：武汉大学
学位：理学博士学位
所在单位：数学学院
办公地点：理学楼数学学院374办公室
联系方式：huijiang@nuaa.edu.cn
电子邮箱：
扫描关注
- [1].Xiyao Zhang, Hui Jiang, Weilin Xiao, Weigang Wang. Asymptotic properties of the estimators in mil...:Methodology and Computing in Applied Probability,2025
- [2]Hui Jiang,Qingshan Yang.Moderate deviations for the parameter estimation in the fractional Ornstein-Uhlenbeck process wit...:Acta Mathematicae Applicatae Sinica，2025
- [3].Jingying Zhou, Hui Jiang, Weigang, Wang. Asymptotic normality and Cramer-type moderate deviations...:Journal of Statistical Planning and Inference,2025,238:106275
- [4]Hui Jiang,Jing Wang.Moderate deviations for the number of descents in a random permutation:Statistics and Probability Letters,2025,219:110320
- [5]Hui Jiang, Yajuan Pan, Weilin Xiao, Qingshan Yang, Jun Yu,.Asymptotic theory for explosive fractional Ornstein-Uhlenbeck processes:Electronic Journal of Statistics,2024,18:3931-3974
- [6]Hui Jiang,,Lihu Xu, Qingshan Yang.Functional large deviations for Kac-Stroock approximation to a class of Gaussian processes with a...:Journal of Theoretical Probability,2024,37(4):3015-3054
- [7]Hui Jiang, Qihao Lin,Shaochen Wang.An exponential nonuniform Berry-Esseen bound of the maximum likelihood estimator in Jacobi proces...:Journal of Applied Probability,2024,61:909-926
- [8]Hui Jiang,Weigang Wang,Shimin Li.Moderate deviations for parameter estimation in the fractional Ornstein-Uhlenbeck processes with ...:Acta Mathematica Sinica, English Series,2024,40(5):1308-1324
- [9]Hui Jiang,Yajuan Pan,Xiao Wei.Self-normalized Cramer-type moderate deviations for explosive Vasicek model:Journal of Theoretical Probability,2024,37(1):228-250
- [10]Fuqing Gao,Hui Jiang,Xingqiu Zhao.Cramer type moderate deviations for the Grenander estimator near the boundaries of the support:Bernoulli,2023,29(4):2854-2878
- [11]Hui Jiang,,Jingying Zhou.An exponential nonuniform Berry-Esseen bound of fractional Ornstein-Uhlenbeck process:Journal of Theoretical Probability,2023,36:1037--1058
- [12]蒋辉,,潘雅娟, 韦晓.非遍历α-布朗桥过程的偏差不等式与Cramer-型中偏差:中国科学：数学,2023,53(8):1105-1124
- [13]Hui Jiang, Guangyu Yang,,Mingming Yu.Moderate deviations for the mildly stationary autoregressive model with dependent errors:Statistics,2023,57(6):1317-1351
- [14]Hui Jiang,Shaochen Wang,Jin Shao.Asymptotic behaviors for maximum likelihood estimator of drift parameter in $\alpha$-Wiener bridg...:Statistics,2022,56(5):1048-1071
- [15]Hui Jiang,,Yajuan Pan.Deviation properties for linear self-attracting diffusion process and applications:Stochastics and Dynamics,2022,22(6):2250028
- [16]Hui Jiang,Yilong Wan,Guangyu Yang.Deviation inequalities and Cramer-type moderate deviations for the explosive autoregressive proce...:Bernoulli,2022,28(4):2634--2662
- [17]Yajuan Pan,Hui Jiang.Asymptotic properties for quadratic functionals of linear self-repelling diffusion process and ap...:Stochastic Analysis and Applications,2022,40(4):691-713
- [18]Hui Jiang,Qingshan Yang.Moderate deviations for drift parameter estimations in reflected Ornstein-Uhlenbeck process:Journal of Theoretical Probability,2022,35(2):1262-1283
- [19]Hui Jiang,Qingshan Yang.Asymptotic behavior of the weak approximation to a class of Gaussian processes:Journal of Applied Probability,2021,58(3):693--707
- [20]Hui Jiang,Shaochen Wang,Wang Zhou.Moderate deviations for extreme eigenvalues of real-valued sample covariance matrices:Journal of Theoretical Probability,2021,34:791-808