Fengnan Deng Portrait

Fengnan Deng

Statistical Researcher & PhD Candidate

📞 +1 (703) 947-7797

📧 fdeng2@gmu.edu

📧 dengfengnan@outlook.com

Education

George Mason University

PhD in Statistics

2019 - 2025 | Fairfax, VA

Rutgers University

M.S. in Statistics

2017 - 2019 | New Brunswick, NJ

Shandong University

B.S. in Mathematics

2013 - 2017 | Jinan, China

Research Experience

Hellinger Distance Project

Private Minimum Hellinger Distance Estimation

Ensuring data privacy is crucial in modern statistical analysis, particularly when handling sensitive information. This project introduces a novel differential privacy framework that unifies multiple existing mechanisms while maintaining robust and efficient inference. By integrating privacy-preserving techniques with optimization methods, the work enhances the reliability of statistical learning under privacy constraints.

Risk Model Project

Sparse High-Dimensional Models for Portfolio Credit Risk

Credit risk assessment is essential in financial modeling, especially for large portfolios with diverse obligors. This project develops statistical models to evaluate total default risk using sparse high-dimensional factor structures. The research aims to provide a better theoretical understanding of portfolio risk under various economic conditions, particularly when the number of risk factors and obligor types grows.

Branching Process Project

Sharp Large Deviation Estimates for Branching Processes with Immigration

Branching processes with immigration play a key role in modeling population dynamics, genetics, and epidemiology. This project explores the probability of rare events in such processes, particularly under different growth regimes. By deriving sharp large deviation estimates and studying probability-generating functions, the research uncovers new insights into the behavior of these stochastic models.

Hawkes Process Project

Robust Inference for Hawkes Processes

Hawkes processes are widely used for modeling self-exciting events, such as patient readmissions and disease outbreaks in healthcare. This project focuses on developing robust inference methods for Hawkes processes to improve their reliability in real-world applications. By incorporating density power divergence techniques, the research enhances model robustness against anomalies and data irregularities.

Publications

Deng, F. & Vidyashankar, A.N. (2024). Hellinger Differential Privacy: Private Estimation and Robust Inference. Journal Name. Preprint

Deng, F. (2023). Sharp Large Deviation Estimates for Branching Processes with Immigration. In Process

Presentations

Invited Presentations

Computational and Financial Econometrics (CFE) & Computational and Methodological Statistics (CMStatistics) 2024

Topic: Sharp Large Deviations for Branching Processes with Immigration

Session: Branching and Related Processes Dec 14, 2024 King’s College London, UK

International Conference on Robust Statistics (ICORS) 2024

Topic: Hellinger Differential Privacy and Its Application to Hawkes Processes

Session: Differential Privacy and Robustness July 29, 2024 Virginia, USA

Western North American Region (WNAR) 2024

Privacy-Preserving Synthetic Hawkes Process Data

Session: Privacy Analytics: Theory and Applications June 10, 2024 Colorado, USA

Contributed Presentations

Joint Statistical Meetings (JSM) 2024

Robust Privacy-Preserving Estimator for Hawkes Processes

Session: New Methods for Correlated Data Aug 6, 2024 Oregon, USA

Awards & Experience

Washington Statistical Society Award

2022 | Outstanding Graduate Student

Teaching Assistant

2019-2021 | George Mason University

Courses: Probability and Statistics for Engineers and Scientists

Volunteer Experience

July 2024 | George Mason University

Volunteer for the ICORS 2024 conference

Technical Skills

Programming & Frameworks

MATLAB Python R SAS SQL C++ HTML

Statistical Skills

Differential Privacy Large Deviation Robust Estimation Branching Process Hawkes Process Deep Learning

Tools & Platforms

Git LaTeX AWS