刘玉坤




个人资料
部门： 经济与管理学部
性别： 男
专业技术职务： 教授
毕业院校： 南开大学
学位： 博士
学历： 研究生
联系电话：
电子邮箱： ykliu@sfs.ecnu.edu.cn
办公地址： 闵行校区法商南楼105室
通讯地址： 上海市中山北路3663号华东师范大学经济与管理学部
邮编： 200262
传真：


工作经历
2018/01-至 今 华东师范大学 教授
2012/01-2017/12 华东师范大学 副教授
2009/07-2012/12 华东师范大学 讲师



教育经历
2003.09-2009.06 南开大学统计系 博士
1999.09-2003.06 南开大学统计系 本科





个人简介
刘玉坤，经济与管理学部统计学院教授，统计交叉科学研究院副院长. 本科和博士分别于2003年和2009年毕业于南开大学，2009年7月至今在华东师范大学工作；曾经访问加拿大不列颠哥伦比亚大学, 滑铁卢大学以及香港大学.



社会兼职
1. Statistical Theory and Related Fields Editor Assistant 2016--
Journal Homepage:https://tandfonline.com/loi/tstf20

2. Journal of Applied StatisticsAssociate Editor2017年 --

3. 《应用概率统计》 编委 2018年至今





研究方向
经验似然, 病例对照研究, 捕获再捕获数据, 偏差数据, 有限混合模型, 非参数和半参数模型





开授课程
数理统计（本科生）、抽样调查（本科生）、数据采集方法（研究生）、现代非参数统计（下）（研究生）


科研项目
国家自然科学基金/面上项目: 密度比模型下的半参数经验似然推断, 2018/01 -- 2021/12.
国家自然科学基金/面上项目: 基于参数和半参数回归模型的小区域估计问题研究 2014/01 -- 2017/12.
国家自然科学基金/青年基金项目: 基于经验似然的非参数方法及其应用 2011/01 -- 2013/12.






学术成果
§,指导的学生;*,通讯作者;#,共同第一作者

2018-至今


[18] Yukun Liu*#, Jing Qin#, Yan Fan, Yong Zhou, Dean A. Follmann, and Chiung-Yu Huang (2020+). Estimation of Infection Density and Epidemic Size of COVID-19 Using the Back-Calculation. Health Information Science and Systems. In press.
[17] Yan Fan, Yukun Liu*, and Lixing Zhu (2020+). Optimal subsampling for linear quantile regression models. Canadian Journal of Statistics. In press.
[16] Jiao Zhao, Yan Yang, Hanping Huang, Dong Li, Dongfeng Gu, Xiangfeng Lu, Zheng Zhang, Lei Liu, Ting Liu, Yukun Liu, Yunjiao He, Bin Sun, Meilan Wei, Guangyu Yang*, Xinghuan Wang*, Li Zhang*, Xiaoyang Zhou*, Mingzhao Xing*, and Peng George Wang* (2020+). Relationship between the ABO Blood Group and the COVID-19 Susceptibility.Clinical Infectious Diseases. In press.
[15] Yang Liu$,Yukun Liu*, Pengfei Li, and Lin Zhu (2020+). Maximum likelihood abundance estimation from discrete-time capture-recapture data when covariates are missing at random. Biometrics. In press.
[14] Yuhao Deng, Chong You, Yukun Liu, Jing Qin, and Xiao-Hua Zhou* (2020+). Estimation of incubation period and generation time based on observed length-biased epidemic cohort with censoring for COVID-19 outbreak in China. Biometrics. In press.
[13] Yukun Liu*, Pengfei Li, and Jing Qin (2020+). Full-semiparametric-likelihood-based inference for non-ignorable missing data. Statistica Sinica. In press.
[12] Yukun Liu, Pengfei Li*, Lei Song, Kai Yu, and Jing Qin (2020+). Retrospective score tests versus prospective score tests for genetic association with case-control data. Biometrics. In press.
[11] Guanfu Liu, Pengfei Li, Yukun Liu*, and Xiaolong Pu (2020+). Hypothesis testing for quantitative trait locus effects in both mean and variance in genetic backcross studies. Scandinavia Journal of Statistics. In press.
[10] Yuejiao Fu, Yukun Liu*, Hsiao-Hsuan Wang, and Xiaogang Wang (2020+). Empirical Likelihood Estimation in Multivariate Mixture Models with Repeated Measurements. Statistical Theory and Related Fields. In press.

[9] 汪荣明*，蓝欣$，刘玉坤，仇春涓 (2020). 聚合风险模型下理赔参数的半参数经验似然估计. 数理统计与管理, 39(02), 332--340.

[8] Zhiyi Shen, Yukun Liu,and Chengguo Weng* (2019). High-order nonparametric inference for VaR, CTE and Expertile.North American Actuarial Journal, 23, 364-385.

[7] Marlena Maziarz#, Yukun Liu#, Jing Qin, and Ruth M. Pfeiffer* (2019). Inference for case-control studies with incident and prevalent cases.Biometrics,75, 842--852.

[6] Jiahua Chen and Yukun Liu(2019). Small area quantile estimation.International Statistical Review,87, 219-238.

[5]Guanfu Liu,Pengfei Li, Yukun Liu*, and Xiaolong Pu (2019). On consistency of the MLE under finite mixture of location-scale distributions with a structural parameter.Journal of Statistical Planning and Inference. 199, 19-24.


[4] Huapeng Li^§, Yukun Liu*and Riquan Zhang (2019).Small area estimation under transformed nested-error regression models.Statistical Papers,60,1397--1418.

[3]Yang Liu^§, Yukun Liu^*#, Pengfei Li and Jing Qin (2018). Full likelihood inference for abundance from continuous-time capture-recapture data.Journal of the Royal Statistical Society, Series B. 80(5), 995-1014.

[2]Huapeng Li^§, Yang Liu^§, Yukun Liu*, and Riquan Zhang (2018). Comparison of empirical likelihood and its dual likelihood under density ratio model. Journalof Nonparametric Statistics. 30, 581-597.

[1]Yang Liu^§, Yukun Liu*, Yan Fan, and Han Geng^§(2018). Likelihood ratio condence interval for the abundance under binomial detectability models. Metrika. 81(5), 549-568.

2013-2017

[12] Yukun Liu, Pengfei and Jing Qin (2017). Maximum empirical likelihood estimation for abundance in a closed population from capture–recapture data.Biometrika.104, 527-543.

[11] Pengfei Li,Yukun Liu^*#and Jing Qin (2017). Semiparametric inference in a genetic mixture model. Journal of American Statistical Association. 112(519), 1250-1260.

[10] Yukun Liuand Guosheng Yin (2017). Partitioned log-rank tests for the overall homogeneity of hazard rate functions. Lifetime Data Analysis, 23, 400-425.

[9] Yan Fan and Yukun Liu(2016). Evaluating the relative merits of competing models based on empirical likelihood ratio test. Journal of Applied Statistics, 43(14), 2595-2607.

[8] Jiahua Chen, Pengfei Li, and Yukun Liu(2016). Sample-size calculation for tests of homogeneity. Canadian Journal of Statistics, 44, 82-101.

[7] Weihua Zhao, Riquan Zhang, Yukun Liu, and Jicai Liu (2015). Empiricallikelihood based modal regression. Statistical Papers, 56, 411-430.

[6] Lei Wang,Xiaolong Pu, Yan Li,and Yukun Liu(2015). Sequential two-stage D-optimality sensitivity test for binary response data. Communications in Statistics - Simulation and Computation,44, 1833-1849.

[5]Yukun Liu, Jiahua Chen, and Ting Li (2014).Level-specific correction of non-parametric likelihoods.Journal of Nonparametric Statistics, 26(3), 433-449.

[4] Yanting Li, Yukun Liu,Wei Jiang, and Changliang Zou (2014). A self-starting control chart for high dimensional short-run process. International Journal of Production Research, 52(2), 445-461.

[3] Jiahua Chen and Yukun Liu(2013).Quantile and quantile-function estimations under density ratio model. The Annals of Statistics, 41(3), 1669-1692.

[2] Lei Wang, Yukun Liu,Wei Wu and Xiaolong Pu (2013).Sequential LND Sensitivity Test for Binary Response Data.Journal of Applied Statistics, 40 (11), 2372-2384.

[1]Yukun Liu, Changliang Zou, and Zhaojun Wang (2013).Calibration of the Empirical Likelihood for High-Dimensional Data.Annals of the Institute of Statistical Mathematics, 65(3), 529-550.


2010-2012

[6] Jiahua Chen andYukun Liu(2012).Adjusted Empirical Likelihood with High-Order One-Sided Coverage Precision.Statistics and Its Interface, 5, 281-292.

[5] Xuemin Zi, Changliang Zou, and Yukun Liu(2012).Two-sample empirical likelihood method for diverence between coefficients in linear regression model.Statistical Papers,53,83-93.

[4] Yukun Liu, Pengfei Li, and Yuejiao Fu (2012).Testing Homogeneity in a Semiparametric Two-sample problem.Journal of Probability and Statistics, Article ID 537474, doi: 10.1155/2012/537474.

[3]Yukun Liu and Chi Wai Yu (2010).Bartlett Correctable Two-Sample Adjusted Empirical Likelihood.Journal of Multivariate Analysis, 101, 1701-1711.

[2]Changliang Zou, Yukun Liu, Zhaojun Wang, and Runchu Zhang (2010). Adaptive nonparametric comparison of regression curves.Communications in Statistics: Theory and Method, 39, 1299-1320.

[1]Yukun Liuand Jiahua Chen (2010). Adjusted Empirical Likelihood with High-Order Precision.The Annals of Statistics, 38 (3), 1341-1362.



2009以前

[6] Changliang Zou, Yukun Liu,and Zhaojun Wang (2009). Comparisons of Control Schemes for Monitoring the Mean of Processes subject to Drifts. Metrika,70, 141-163.

[5]Yukun Liu, Changliang Zou, and Runchu Zhang (2008). Empirical Likelihood Ratio Test for a Change-Point in Linear Regression Model. Communications in Statistics-Theory and Methods, 37(16), 2551-2563.

[4] Changliang Zou, Fugee Tsung, and Yukun Liu(2008).A Change-Point Approach for Phase I Analysis in Multistage Processes.Technometrics, 50(3), 334-358.

[3]Yukun Liu,Changliang Zou, and Runchu Zhang (2008).Empirical Likelihood for the Two-Sample Mean Problem.Statistics & Probability Letters, 78(5), 548-556.

[2] Changliang Zou, Yukun Liu, Peng Qin, and Zhaojun Wang(2007).Empirical Likelihood Ratio Test for the Change-Point Problem.Statistics & Probability Letters, 77 (4), 374-382.

[1] Yukun Liu, Minqian Liu, and Runchu Zhang (2007).Construction of Multi-Level Supersaturated Design via Kronecker Product.Journal of Statistical Planning and Inference,137 (1), 2984-2992.






荣誉及奖励
2016年上海市自然科学三等奖，排名2/3，项目名称： 几个非参数和半参数统计方法的提出与研究;

2011年总装备部军队科技进步二等奖，排序第6，项目名称：感度试验优化设计与评估理论及方法。