张晶晶

发布者:周春宇发布时间:2021-04-06浏览次数:5731


姓名

张晶晶

职称

副教授

主要研究领域

概率统计中的极限理论及其应用

电子邮箱

jenny617@usst.edu.cn

办公室

bat365在线平台911

所在部门

bat365在线平台数学系


教育背景与工作经历

教育背景

硕博士,概率论与数理统计,同济大学,2007-2012

学士,统计学,统计大学,2003-2007


工作经历

副教授,上海理工大学,2020-至今

讲师,上海理工大学,2012-2020



科(教)研项目及成果

作为项目负责人获得国家自然科学青年基金和数学天元基金资助,作为主要成员参研国家自然科学基金面上项目多项。在国内外学术刊物上发表论文数篇。


  1. Jing-Jing, Zhang ; Cheng-Liang Liu; Asymptotic Properties for Estimators in a Semiparametric EV Model with NA Errors and Missing Responses20222022(1)1-17. SCI

  2. Jing-Jing, Zhang ; Yun-Peng, Xiao; Strong consistency rates for the estimators in a heteroscedastic EV model with missing responses, Journal of Inequalities and Applications, 2020, 2020(1)1-21. SCI

  3. Jing-jing, Zhang ; Linran, Zhang; Strong consistency rates of estimators in semi-parametric errors-in-variables model with missing responses, Filomat, 2019, 33(18)6073-6089. SCI

  4. Jing-Jing, Zhang ; Ting, Wang; Strong consistency rate of estimators in heteroscedastic errors-in-variables model for negative association samples, Filomat, 2018, 32(13)4639-4654. SCI

  5. Jing-Jing Zhang, Han-Ying Liang, Berry-Esseen type bounds in heteroscedastic errors-in-variables modelCommunications in Statistics-Theory and Methods201645(13)3993-4017. SCI

  6. Yu-Ye Zou, Han-Ying Liang, Jing-Jing Zhang, Nonlinear wavelet density estimation with data missing at random when covariates are present, Metrika, 2015, 78: 967-995. SCI

  7. Jing-Jing Zhang, Han-Ying Liang, Amei AmeiAsymptotic normality of estimators inheteroscedastic errors-in-variables modelAStA Adv StatAnal, 2014, 98: 165-195. SCI

  8. Jingjing ZhangHanyingLiangAsymptotic normality of estimators inheteroscedastic semi-parametric model with strong mixing errors, Communications in Statistics-Theory and Method, 2012, 41: 2172-2201. SCI

  9. Jing-Jing ZhangHan-Ying LiangBerry–Esseen type bounds in heteroscedastic semi-parametric modelJournal of Statistical Planning and Inference2011141(11)3447-3462. SCI

  10. HanyingLiang, Jingjing ZhangStrong convergence for weighted sums of negatively associated arraysChinese Annals of Mathematics, Series B201031(2): 273-288. SCI



主讲课程

概率论与数理统计;线性代数;多元统计分析


学术活动与社会服务



荣誉

2022年首届全国大学生大数据分析技术技能大赛全国总决赛指导老师一等奖




 

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