南京航空航天大学理学院导师教师师资介绍简介-蒋辉

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蒋辉

个人信息：Personal Information 教授博士生导师
招生学科专业：
理学院 -- 数学 --【招收博士、硕士研究生】

性别：男
毕业院校：武汉大学
学历：博士研究生毕业
学位：理学博士学位
所在单位：理学院
办公地点：理学院数学系350办公室
联系方式：huijiang@nuaa.edu.cn
电子邮箱：87e208b77e8134c21d0d786d367c45fcece9cb05112fbf3ba3941c0ffb35ea843dfe8440ce4528c9b39d4d6116a4cfe8d92cc48f77924efed3e16a06d3be8b81e**da869052b88d**ec15ef1678a5f0fb6fbdebc42c92c001bfa672e09b79bbd3734c75208c9157c247b899bffe83fa3a80c6c**a**

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论文成果当前位置: 中文主页 >> 科学研究 >> 论文成果
[1]Hui Jiang,Qingshan Yang.Asymptotic behavior of the weak approximation to a class of Gaussian processes.Journal of Applied Probability(2020, accepted)
[2]Hui Jiang,Shaochen Wang,Wang Zhou.Moderate deviations for extreme eigenvalues of real-valued sample covariance matrices.Journal of Theoretical Probability, accepted,2020
[3]Hui Jiang,Qingshan Yang.Sample path large deviations for the multiplicative Poisson shot noise process with compensation.Stochastics, accepted,2020
[4]Hui Jiang,Hui Liu.Cram\'{e}r-type moderate deviations for the likelihood ratio process of Ornstein-Uhlenbeck process with shift.Stochastics and Dynamics, accepted,2020
[5]Hui Jiang,Jin Shao,Qingshan Yang.Sharp large deviations for a class of normalized L-statistics and applications.Statistical Papers,2019:https://doi.org/10.1007/s00362-019-01109-8
[6]Hui Jiang,Hui Liu,Youzhou Zhou.Asymptotic properties for the parameter estimation in Ornstein-Uhlenbeck process with discrete observations.Electronic Journal of Statistics(14):3192--3229
[7]Hui Jiang,Ning Zhang.Cramer-type moderate deviations for statistics in the non-stationary Ornstein-Uhlenbeck process.Stochastics,2020,92(3):478-496
[8]Hui Jiang,Weigang Wang.第二类分数Ornstein-Uhlenbeck过程中参数估计的偏差不等式与Carmer-型中偏差.中国科学: 数学,2020,50(7):1007-1022
[9]邵金,蒋辉.非时齐扩散过程遍历性的假设检验.数学进展,2019,48:482-488
[10]Hui Jiang,Junfeng Liu,Shaochen Wang.Self-normalized asymptotic properties for the parameter estimation in fractional Ornstein-Uhlenbeck process.Stochsastics and Dynmics,2019,19
[11]Hacene Djellout,Hui Jiang.Large Deviations of the Threshold Estimator of Integrated (Co-)Volatility Vector in the Presence of Jumps.Journal of Theoretical Probability,2018,3(31):1606-1624
[12]Yunshi Gao,Hui Jiang,Shaochen Wang.Moderate deviations for Euler-Maruyama approximation of Hull-White stochastic volatility model.Frontiers of Mathematics in China,2018,4(13):809-832
[13]Shimin Li,Hui Jiang,Shaochen Wang.Large and moderate deviations for the total population in the nearly unstable INAR(1) model.Communications in Statistics - Theory and Methods,2018,7(47):1718-1730
[14]Fuqing Gao,Hui Jiang.Deviation inequalities for quadratic Wiener functionals and moderate deviations for parameter estimators.Science China Mathematics,2017,7(60):1181-1196
[15]Hui Jiang,Shaochen Wang.Moderate deviation principles for classical likelihood ratio tests of high-dimensional normal distributions.Journal of Multivariate Analysis,2017(156):57-69
[16]Hui Jiang,Shaochen Wang.Error bounds for kernel density estimator of spectral distribution for Gaussian Unitary Ensembles.Statistics and Probability Letters,2017(126):179-184
[17]Hui Jiang,Shimin Li,Shaochen Wang.Deviation inequalities, moderate deviation principles for certain Gaussian functionals, and their applications in parameter estimation.Stochastic Analysis and Applications,2017(35):615-632
[18]Hui Jiang,Shaochen Wang.Moderate deviation principles for eigenvalues of β-Hermite and β-Laguerre ensembles with β→∞.Statistics and Probability Letters,2016(118):50-59
[19]Hui Jiang.Large and moderate deviations in testing Ornstein-Ulenbeck process with linear drift.Frontiers of Mathematics in China,2016(11):291-307
[20]Hui Jiang,Chen Xie.Asymptotic behaviors of the trajectory fitting estimator in Ornstein-Uhlenbeck process with linear drift.Stochastics,2016(88):336-352
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