I am an Assistant Professor in the Department of Statistics at George Mason University.

Prior to joining Mason, I obtained a PhD in Statistics in 2020 from the University of British Columbia where I was advised by Dr. Gabriela Cohen Freue. Before that, I obtained a Master of Science in Statistics from the Vienna University of Technology under supervision by Prof. Peter Filzmoser.

My research agenda comprises methodological and computational aspects of robust estimation in high-dimensional problems as well as their application to Biomedical Sciences. I am working on statistical methods with reliable performance under the presence of adverse contamination anywhere in the numerous features of the data.

For regression problems, for instance, I work on estimators which are resilient to outliers in the response but also to unusual values in the (potentially) explanatory variables. If not handled appropriately, unusual values in the explanatory variables can have a much more detrimental affect on the analysis than outliers in the response alone.

Selected projects

Cherry trees in peak bloom.

Improving phenological modeling via participatory science

Can we guide the wisdom of the crowds to solve complex scientific problems?

We aim at improving phenological modeling by sourcing models from citizen scientists. The starting point for the project was our First International Cherry Blossom Prediction Competition, where we asked participants to predict the peak bloom date of cherry trees in four locations: Washington, D.C., Vancouver, BC, Kyoto, Japan, and Liestal-Weideli in Switzerland.

In the news

The 2021 edition of the prediction competition has been featured prominently in the news. For example, The Weather Network, CBC Radio, Public Radio's The World, the Vancouver Sun, and the Daily Hive reported on the competition and how it can inform future research.

Find out more about the competition
Observed log-concentration of P2O5 versus the predicted values from adaptive PENSE.

Robust estimation and variable selection in high-dimensional models

Outliers and contamination in data sets with many variables make common tasks like variable selection and parameter estimation a very daunting task. We are working on statistical methods and computational strategies for estimation, variable selection, and hyper-parameter selection to leverage as much information from the data set as possible, without being affected by misleading values.


George Mason University

University of British Columbia


A complete list of publications, conference presentations, and other research experience can be found in my CV.

Lab members

Photo of Yang Long.

Yang Long

PhD Candidate at Mason

Yang Long is a member of my lab since 2021. His primary focus is on improving computation of robust regularized regression estimators by direct minimization of the non-convex objective function.

Personal website

Photo of Siqi Wei in Dubrovnik, Croatia.

Siqi Wei

PhD Candidate at Mason

Siqi Wei joined my lab in 2021 and currently works on improving hyper-parameter selection for robust regularized regression estimators and general non-convex estimators.

Personal website


I am maintaining several stable R packages on CRAN and Bioconductor as well as a few experimental software tools available on my GitHub and GitLab pages.


Implementation of penalized adaptive Elastic Net S/MM-Estimators of Regression

Robust penalized adaptive elastic net S- and MM-estimators for linear regression.

More info View on CRAN


Create online exams from R markdown documents.

Write online exams as R markdown documents and publish them as shiny app. Allows for randomized exams, different question types (including R coding questions), and grading of submissions.

More info


Peña-Yohai Initial Estimator for Robust S-Regression

Fast and deterministic procedure to compute initial estimates for robust S-estimators of regression using as described in Peña-Yohai (1999).

View on Github View on CRAN


Genetic algorithms for variable selection.

Multi-threaded genetic algorithms applicable to a wide range of variable selection methods, but particularly suited for Partial Least Squared Regression.

View on CRAN


Robust Linear Regression with Compositional Covariates

Methods for robustly fitting regression models where the explanatory variables are compositional. Includes bootstrap methods for classical robust regression and compositional robust regression.

View on CRAN


Algorithms for non-smooth optimization

C++ template library, wrapped in an R package, providing modern and fast algorithms for optimizing non-smooth functions (e.g., L1 regularized objective functions).

View on GitLab


Link Protein Groups Created from MS/MS Data

Protein Group Code Algorithm (PGCA) is a computationally inexpensive algorithm to merge protein summaries from multiple experimental quantitative proteomics data.

View on Bioconductor