Statistics · Causal Inference · Data Science
Zijian Guo
Qiushi Chair Professor 求是讲席教授
Center for Data Science, Zhejiang University
I develop statistical foundations for reliable and generalizable inference in modern data settings where classical assumptions often fail.
Profile
I am a Qiushi Chair Professor in the Center for Data Science at Zhejiang University. I received my B.S. in Mathematics from The Chinese University of Hong Kong in 2012 and my Ph.D. in Statistics from the University of Pennsylvania in 2017, advised by T. Tony Cai.
From 2017 to 2025, I served on the faculty of the Department of Statistics at Rutgers University, advancing from Assistant Professor to tenured Associate Professor, before returning to China to join Zhejiang University.
Research
My research develops statistical foundations for reliable and generalizable inference in modern data settings where classical assumptions often fail.
I study how to make statistical conclusions stable and trustworthy under hidden confounding, invalid instruments, multi-source heterogeneity, distribution shift, and nonregularity. Across these areas, I use tools from optimization and machine learning to define robust statistical targets, design computable procedures, and develop valid uncertainty quantification when standard Wald-style approximations become unreliable. I am also interested in applications to genetics, proteomics, and multi-center health data.
Reliable causal inference
Identification and causal-effect inference under invalid instruments, endogeneity, and hidden confounding.
Multi-source learning
Transfer, federation, and stable learning across heterogeneous populations and environments.
Nonstandard inference
Valid confidence statements after selection, slow nuisance estimation, and other nonregular behavior.
High-dimensional uncertainty quantification
Confidence intervals and testing when parameters rival or exceed observations.
Genetics and health data
Methods driven by genomics, proteomics, biomarkers, and multi-center clinical data.
Distributionally Robust Learning and Optimization
Statistical formulations and algorithms for distributional robustness and structured nonconvex problems.
Updates
Identification and Robust Inference for Multiple Treatment Effects with Possibly Invalid Instruments
Now available on arXiv.
Distributionally Robust Learning for Multisource Unsupervised Domain Adaptation
Accepted for publication in Annals of Statistics.
Robustness Against Weak or Invalid Instruments: Exploring Nonlinear Treatment Models with Machine Learning
Accepted for publication in Journal of Machine Learning Research.
Decorrelated Local Linear Estimator: Inference for Non-linear Effects in High-dimensional Additive Models
Accepted for publication in Journal of Machine Learning Research.
Efficient Modeling of Surrogates to Improve Multi-source High-dimensional Integrative Regression
Accepted for publication in Journal of Machine Learning Research.
Distributionally Robust Transfer Learning
Accepted for publication in Journal of the American Statistical Association.
Selected publications
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2017
Confidence Intervals for High-Dimensional Linear Regression: Minimax Rates and Adaptivity
* T. T. Cai and Z. Guo · Annals of Statistics, 45(2), 615–646 · Code
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2018
Confidence Intervals for Causal Effects with Invalid Instruments Using Two-Stage Hard Thresholding with Voting
Z. Guo, H. Kang, T. T. Cai and D. S. Small · Journal of the Royal Statistical Society: Series B, 80(4), 793–815 · Code
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2022
Doubly Debiased Lasso: High-Dimensional Inference under Hidden Confounding
Z. Guo#✉, D. Ćevid# and P. Bühlmann · Annals of Statistics, 50(3), 1320–1347 · Code
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2023
Causal Inference with Invalid Instruments: Post-selection Problems and a Solution Using Searching and Sampling
Z. Guo · Journal of the Royal Statistical Society: Series B, 85(3), 959–985 · Code
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2024
Statistical Inference for Maximin Effects: Identifying Stable Associations across Multiple Studies
Z. Guo · Journal of the American Statistical Association, 119(547), 1968–1984 · Code
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2024
Deciphering Proteins in Alzheimer’s Disease: A New Mendelian Randomization Method Integrated with AlphaFold3 for 3D Structure Prediction
M. Yao, G. Miller, B. Vardarajan, A. Baccarelli, Z. Guo✉, and Z. Liu✉ · Cell Genomics, 4(12), 100700
Selected preprints
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2026
Propensity Score Propagation: A General Framework for Design-Based Inference with Unknown Propensity Scores
S. Heng#✉, Y. Shen#, and Z. Guo✉ · Technical Report
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2025
Distributionally Robust Synthetic Control: Ensuring Robustness Against Highly Correlated Controls and Weight Shifts
T. Koo and Z. Guo · Technical Report
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2025
Perturbed Double Machine Learning: Nonstandard Inference Beyond the Parametric Length
M. Zheng, M. Bonvini✉, and Z. Guo✉ · Technical Report
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2025
Statistical Analysis of Conditional Group Distributionally Robust Optimization with Cross-Entropy Loss
Z. Guo, Z. Wang, Y. Hu, and F. Bach · Technical Report
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2024
Causal Invariance Learning via Efficient Nonconvex Optimization
Z. Wang#, Y. Hu#, P. Bühlmann✉, and Z. Guo✉ · Technical Report
Honors & awards
- 2023
ICSA Outstanding Young Researcher Award
- 2023
Honorary Mention, Bernoulli Society New Researcher Award
- 2019
ICSA New Researcher Award, ICSA International Conference
- 2017
IMS Travel Award, JSM
- 2017
President Gutmann Leadership Award, University of Pennsylvania
- 2016
J. Parker Bursk Prize
- 2013
Statistics in Epidemiology Young Investigator Award, JSM
Academic service
I serve as an Associate Editor for the following journals.
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Associate Editor · 2023–present
JASA
Journal of the American Statistical Association -
Associate Editor
TEST
An Official Journal of the Spanish Society of Statistics and Operations Research -
Associate Editor
EJS
Electronic Journal of Statistics
Conference service: Chair, Local Organizing Committee, 2026 International Conference on Frontiers of Data Science.
Opportunities
I welcome students and research interns interested in causal inference, multi-source learning, distributionally robust learning and optimization, and uncertainty quantification.
PhD applicants
Send your CV and transcripts by email after reviewing the group’s research areas.
Research interns
Strong preparation in probability, statistics, and scientific computing is especially welcome.