High-Dimensional Time Series
Concentration results, covariance and precision matrix estimation, factor models, count time series, and change-point analysis.
Assistant Professor of Mathematical Statistics and Data Science
I develop statistical theory and methodology for high-dimensional, dependent, and functional data, with applications in econometrics, neuroscience, chemistry, ecology, and the social sciences.
Technical University of Munich
Research Program
Concentration results, covariance and precision matrix estimation, factor models, count time series, and change-point analysis.
Limit theorems and sample autocovariance theory for functional and Hilbert space-valued processes.
Extreme value theory and nonlinear dynamics motivated by data-rich scientific applications.
About
I am an assistant professor for Mathematical Statistics and Data Science in the Department of Mathematics at the Technical University of Munich.
Prior to that, I was a postdoctoral associate in the Department of Statistics and Data Science at Cornell University, working with David Matteson. I received my PhD in Mathematics from Ruhr University Bochum and spent part of my PhD at the University of North Carolina at Chapel Hill.