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Email: tingzhou dot yui at gmail dot comEmbedded Files
About
About
I finished my Master's degree in Statistics at the University of Waterloo after transferring from a Ph.D. program. I obtained my M.Sc. in Mathematics at the Department of Mathematics and Statistics of the University of Victoria in Victoria, BC, Canada under the supervision of Prof. Gourab Ray. Before that, I completed my B.Sc. in Mathematics at Hebei Normal University in Shijiazhuang, China.Â
I finished my Master's degree in Statistics at the University of Waterloo after transferring from a Ph.D. program. I obtained my M.Sc. in Mathematics at the Department of Mathematics and Statistics of the University of Victoria in Victoria, BC, Canada under the supervision of Prof. Gourab Ray. Before that, I completed my B.Sc. in Mathematics at Hebei Normal University in Shijiazhuang, China.Â
Contact: tingzhou[dot]yui[at]gmail[dot]com
Research interests
Research interests
My area of focus is probability theory, with a keen interest in mathematical physics, high-dimensional probability, and machine learning. I have explored a wide range of topics, including discrete probability, such as random walk on random graphs, percolation models, and uniform spanning trees. Additionally, I have investigated some problems related to statistical physics, such as the Langevin dynamics on the spherical Sherrington-Kirkpatrick model, and the low-rank matrix recovery.
My area of focus is probability theory, with a keen interest in mathematical physics, high-dimensional probability, and machine learning. I have explored a wide range of topics, including discrete probability, such as random walk on random graphs, percolation models, and uniform spanning trees. Additionally, I have investigated some problems related to statistical physics, such as the Langevin dynamics on the spherical Sherrington-Kirkpatrick model, and the low-rank matrix recovery.
Papers
Papers
My papers can be found on arXiv and Google Scholar.
Analyzing dynamics and average case complexity in the spherical Sherrington-Kirkpatrick model: a focus on extreme eigenvectors (2024). [arXiv:2401.03668]
Quantitative Russo-Seymour-Welsh for random walk on random graphs and decorrelation of UST, with Gourab Ray (2023). Journal of Theoretical Probability. [arXiv:2106.10323]
Automated recognition of road lines in aerial images, with C. Contreras, K. Li, Y. Sui, L. Wang, and J. Zhu. Unpublished (Aug 2020). [report]
Thesis
Thesis
Dynamics of the spherical Sherrington-Kirkpatrick model and average case complexity for top eigenvectors, is available through the UW library.
The coupling of uniform spanning trees and quantitative Russo-Seymour-Welsh for random walk on random graphs, is available through the UVic library.
Talks
Talks
Waterloo Student Conference in Statistics, Actuarial Science and Finance, Nov 5&6, 2021.
UVic Dynamics Seminar, June 1, 2021. Slides.
Ottawa Mathematics Conference, May 25-29, 2021.
2020 Canadian Mathematical Society (CMS) Winter Meeting, Dec 6, 2020.
Miscellaneous Writing
Miscellaneous Writing
Report (with Adolfo Vargas-Jimenez) for Carlier, G. and Ekeland, I., 2010. Matching for teams. Economic theory, 42(2), pp.397-418.
ECE 503: Optimization for Machine Learning (see Project).
Bachelor thesis: The survey of the Point process (in Chinese). See here
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