胡祺睿

发布者:严继臧发布时间:2025-09-03浏览次数:2174



姓  名:胡祺睿

职  称:助理教授

研究方向:函数型数据,非参数统计,时间序列,变点分析,差分隐私

教授课程:《统计学》,《机器学习》,《统计理论与方法》


E - mail:huqirui@mail.shufe.edu.cn

电话:

研究领域

我目前的研究领域是复杂数据类型的统计推断理论,同时面向数据驱动的交叉应用。具体而言,一般是以下一个或几个方向的融合:

  1. 对函数型数据的基本成分(如均值、协方差、函数型主成分等)及基于函数型数据构建的模型,进行相应的统计推断(在      $L^2$ 或 $L^\infty$ 度量下)。现阶段关注结合非参数方法与高斯强逼近技术,建立从稀疏到稠密取样情形的一致推断理论,例如构造同时置信带、检验平稳性、检验可分性等。

  2. 时间序列与空间序列的预测、变点分析及非精确检验。当前关注函数型时间序列(平稳/非平稳)的变点检验与检测问题,例如检验突变、缓变、不规则跳变,以及序贯变点检验等。

  3. 复杂区域上的非参数问题:在特殊区域(二维/三维不规则域、球面等)上的函数型数据与非参数回归;二维图像与三维点云数据的应用;以及一般流形上的统计推断。现阶段希望在二元、三元、球面样条等方面发展更多统计理论性质。

  4. 中心/局部差分隐私框架下非线性统计量的推断问题,例如构建置信区间或同时置信序列。当前目标是在高度异质性场景(分布式、联邦学习、去中心化学习等)中,为常见非线性统计量设计合适的差分隐私机制,并给出可实施的推断程序。


此外,许多学识渊博、友善的同行带我认识了统计学其他丰富而有趣的子领域;在这些方向上我仍处于起步阶段。若您对我的研究感兴趣,或认为我的研究可用于您的工作,亦或愿意提供有趣的问题让我入门学习并参与合作,欢迎通过电子邮件联系我。我欢迎任何形式(理论、应用)的合作。


如果您希望在我指导下与我一起学习或开展科研:理论方向希望您至少熟练掌握概率论、随机过程等理论(其他数学知识多多益善);应用方向希望您至少熟练掌握一门编程语言(R 或 C++),并最好具备数据收集与数据清洗的经验。



教育经历

2016.9-2020.6 北京师范大学,统计学院, 统计学,学士

2020.9-2025.6 清华大学,统计与数据科学系,统计学,博士


工作经历

2025.7-至今 上海财经大学,统计与数据科学学院,数理统计系,助理教授


研究成果

indicates corresponding author, (α,β) indicates contributed equally


Publication (Updated on 2025.9.1):

Peer-reviewed journal:

[1] Hu, Q. and Yang, L. (2025+). Statistical inference for functional data over multi-dimensional domain. Statistica Sinica, DOI: 10.5705/ss.202024.0344.

[2] Cai, L. and Hu, Q.(2025+). Simultaneous inference for the distribution of FPC scores of functional data. Statistica Sinica, DOI: 10.5705/ss.202023.0246.

[3] Hu, Q. (2025). Testing relevant hypotheses in functional variance function via self-normalization. Scandinavian Journal of Statistics, 52(3), 1301–1329.

[4] Hu, Q. and Li, J. (2025). Simultaneous inference for covariance function of next-generation functional data. Electronic Journal of Statistics, 19 (2) 3188 - 3232.

[5] Cai, L. and Hu, Q.(2025). From sparse to dense functional data: phase transitions from a simultaneous inference perspective. Statistics and Computing, 35, 146.

[6] Cai, L. and Hu, Q.(2025). Global inference and test of eigen-systems of image data over complicated domain. Journal of Computational and Graphical Statistics, 34(2), 729–745.

[7] Hu, Q. (2024). Change point test and detection of functional variance function with stationary error. Journal of Multivariate Analysis, 202, 105311. IMS Hannan Graduate Student Travel Award 2024.

[8] Cai, L. and Hu, Q.(2024). Simultaneous inference and uniform test for eigen[1]systems of functional data. Computational Statistics and Data Analysis,192, 107900.

[9] Hu, Q. and Li, J. (2024). Statistical inference for mean function of longitudinal imaging data over complicated domains. Statistica Sinica, 34, 955-982.

[10] Tian, Z., Wu, P., Yang, Z., Cai, D., and Hu, Q.(2023). Robust nonparametric estimation of average treatment effects: a propensity score-based varying coefficient approach. Stat 12, e637.

[11] Li, J.,Hu, Q. and Zhang, F.(2022). Multi-step-ahead prediction interval for locally stationary time series with application to air pollutants concentration data. Stat, 11, e411. ISI Jan Tinbergen Awards 2021.

[12] Xu, N., Wu, P., Ma, G., Hu, Q., Hu, X., Wu, R., Wang, Y. Xu, H., Chen, L. and Zhang, P. (2022). In-flight spectral response function retrieval of a multi-spectral radiometer based on the functional data analysis technique. IEEE Transactions on Geoscience and Remote Sensing, 60, 1-10.

[13] Wu, P., Hu, Q., Tong, X. and Wu, M.(2020). Learning causal effect using machine learning with application to china’s typhoon. Acta Mathematicae Applicatae Sinica, English Series, 36, 702-713.


Peer-reviewed conference:

1] Liu,Y., Hu, Q., Ding, L and Kong, L (2023). Online local differential private quantile inference via self-normalization. Proceedings of the 40th International Conference on Machine Learning (ICML 2023).

[2] Liu, Y.(α,β), Hu, Q.(α,β) and Kong, L. (2024). Tuning-free estimation and inference of cumulative distribution function under local differential privacy. Proceedings of the 41th International Conference on Machine Learning (ICML 2024).

[3] Ding, L., Hu, Y., Denier, N., Shi, E., Zhang, J., Hu, Q., Hughes, D., Kong, L. and Jiang, B. (2024). Probing social bias in labor market text generation by chatgpt: a masked language model approach. Advances in Neural Information Processing Systems (NeurIPS 2024).



Manuscripts under review or revision:

[1] Cai, L. and Hu, Q.(2025+). Simultaneous inference for long-run covariance function of functional time series. Computational Statistics and Data Analysis. Revision Invited.

[2] Sun, S., Cai, L. and Hu, Q.(2025+). Statistical inference for mean function of partially observed functional time series. Biometrics. Revision Invited.

[3] Bai, L.(α,β), Hu, Q.(α,β) and Wu, W. (2025+). Inference for structural changes in nonstationary functional time series with partial measurement error. Submitted.

[4] Cai, L. and Hu, Q.(2025+). From sparse to dense functional time series: phase transitions of detecting structural breaks and beyond. Submitted. arxiv.org/abs/2412.20858

[5] Cai, L. and Hu, Q.(2025+). Unified theory of testing relevant hypothesis in functional time series. Submitted. arxiv.org/abs/2508.18624

[6] Cai, L., Hu, Q., Sun, J. and Wu, S. (2025+). Time-uniform and asymptotic confidence sequence of quantile under local differential privacy. Submitted.

[7] Cai, L., Hu, Q. and Wu, S. (2025+). Privacy-aware data integration for enhanced quantile inference. Submitted.

[8] Cai, L., Hu, Q. and Wu, S. (2025+). Federated learning of quantile inference under local differential privacy. Submitted.

[9] Cai, L, Sun, S. and Hu, Q.(2025+). Simultaneous inference for partially observed functional data. Submitted.

[10] Hu, Q. and Liu, Y. (2025+). Censoring with plausible deniability: asymmetric local privacy for multi-category CDF estimation. Submitted.

[11] Liu, Y.(α,β), Hu, Q.(α,β) and Kong, L. (2025+). Advancing quantile estimation under local differential privacy: non-asymptotic bounds and algorithmic

performance. Submitted.

[12] Xu, M., Cai, L. and Hu, Q.(2025+). Uniform inference for principal components of functional time series with applications to financial data. Submitted.￾


Pantent:

[1] Simultaneous confidence surface acquisition and systems for spatial regions, Li,J., Hu, Q. and Yang, L. (2024,Set,17). CN113934980B.

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奖励、荣誉

IMS Hannan Graduate Student Travel Award, April, 2024.

ISI Jan Tinbergen Awards, Division A - First Prize, May 2021



社会工作


匿名审稿人,包括Annals of statistics(2), Statistica Sinica(3) ,Stochastic Environmental Research and Risk Assessment(1),Stat(1)等期刊,ICML(2025),NeurIPS(2024,2025),ICLR(2025), AISTATS(2025,2026)等会议。


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