Professor of Statistics
Seoul National University
Interested in statistical theory and methods for Non-Euclidean, High-Dimensional data analysis, and Data Privacy
I am a Professor of Statistics at the Seoul National University. Before I joined Seoul National University, I spent seven years at the University of Pittsburgh, after completing my PhD at the University of North Carolina at Chapel Hill.
Research interest lies in the theoretical study and applications of modern Statistics and Data Science in the analysis of data that lie on non-standard spaces. This context includes the high-dimension, low-sample-size (HDLSS) situation, non-Euclidean data analysis, the interplay between geometry and statistics, and data fusion. In particular, models and methodologies for dimension reduction, visualization of important variation and hypothesis testings need to be developed with special care for these modern data situations. Particular applications include analysis of directions, landmark-based and skeletally-modeled object shapes, data in stratified spaces or from multiple sources, and retrieving low-dimensional geometric structures in high-dimensional data. I am also interested in statistical issues in Data Privacy, including Differential Privacy and Synthetic Data Generation.
I have authored two books and coauthored one more, all in Korean:
2025-12-19. The department of Statistics and Institute for Data Innovation in Science of Seoul National University are co-hosting the 2025 Winter Conference of Korean Statistical Society on December 19–20, 2025 at Seoul National University.
2025-12-15. Jaesung’s work on important extensions of Frechet means, called a generalized Frechet mean (GFM) framework, is accepted for publication in Biometrika. This is a general tool to establish consistency of a number of complex estimators in rather general metric spaces, such as sequential dimension reduction and \(k\)-medoids clustering. Check out our arXiv version here.
2025-12-11. Congratulations to Dr. Yongjae Kim, who has successfully defended his PhD thesis on extensions of mixed-type association measures.
Last updated: December 15, 2025