吴远山

发布者:王潇发布时间:2022-12-14浏览次数:9546



姓名:吴远山

性别:

籍贯:湖北黄石

民族:

所在系:数理统计与数据科学系

教研室:数理统计

是否博导:

是否硕导:

职称:教授

现任职务:副院长

电子邮箱:wu@zuel.edu.cn

个人主页:https://wuyuanshan.github.io

吴远山,现任米兰电竞·(中国区)统计与数学学院教授、博士生导师。主要从事大数据的统计方法与理论基础、分位数回归、生存分析等相关的研究工作,在统计学顶级期刊Journal of the American Statistical AssociationBiometrika和人工智能顶级期刊Journal of Machine Learning Research以及国内数学综合期刊SCIENCE CHINA Mathematics等发表学术论文30篇。主持国家自然科学基金面上项目3项以及青年项目1项、参与科技部国家重点研发计划1项等。现任ACM Transactions on Probabilistic Machine Learning 编委。曾多次访问香港大学统计与精算学系、香港理工大学应用数学系等。更多信息请参见个人主页:https://wuyuanshan.github.io


代表性工作如下:


[1] Zhang, C., Gu, J., Wu, Y., and Yin, G. (2025). Normalized Area Above Quantile: An Alternative Measure to Restricted Mean Survival Time. Annals of Applied Statistics19, 3023–3044.

[2] Huang, J. and Wu, Y.* (2024). High-Dimensional Robust Inference for Censored Linear

Models. SCIENCE CHINA Mathematics67, 891–918.

[3] He, B., Liu, Y., Wu, Y.*, Yin, G., and Zhao, X. (2020). Functional Martingale Residual Process for High-dimensional Cox Regression With Model Averaging. Journal of Machine Learning Research, 21(207), 1–37.

[4] Wu, Y.* and Yin, G. (2017). Multiple Imputation for Cure Rate Quantile Regression With Censored Data. Biometrics73, 94–103.

[5] Zhao, X., Wu, Y., and Yin, G. (2017). Sieve Maximum Likelihood Estimation for a Class of Accelerated Hazards Models. Bernoulli23, 3385–3411.

[6] Wu, Y. and Yin, G. (2015). Conditional Quantile Screening in Ultrahigh-Dimensional Heterogeneous Data. Biometrika102, 65–76.

[7] Wu, Y., Ma. Y., and Yin, G. (2015). Smoothed and Corrected Score Approach to Censored Quantile Regression With Measurement Errors. Journal of the American Statistical Association110, 1670–1683.

[8] Wu, Y. and Yin, G. (2013). Cure Rate Quantile Regression for Censored Data With a Survival Fraction. Journal of the American Statistical Association108, 1517–1531.

[9] Zhou, H., Song, R., Wu, Y., and Qin, J. (2011). Statistical Inference for a Two-Stage Outcome-Dependent Sampling Design With a Continuous Outcome. Biometrics67, 194–202.

[10] Zhou, H., Wu, Y., Liu, Y., and Cai, J. (2011). Semiparametric Inference for a Two-Stage Outcome-Auxiliary-Dependent Sampling Design With a Continuous Outcome. Biostatistics12, 521–534.


 

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