Jungwon Lee
I am a postdoc at MPIM Bonn since Sep 2024. Before that, I spent some years as a postdoc at CNRS LPSM Jussieu (Part of ERC SOS), followed by University of Warwick (Part of ERC Resonances).
My interest is in number theory and dynamics, in particular interactions between the behavior of L-functions and statistical/ quantitative aspects of ergodic theory, guided by the questions in arithmetic. I like to study examples with spectral methods.
Contact: jungwon [at] mpim-bonn [dot] mpg [dot] de
219 (Office), Max Planck Institute for Mathematics, Vivatsgasse 7, 53111 Bonn, Germany
Research
- Euclidean algorithms are Gaussian over imaginary quadratic fields (with Dohyeong Kim and Seonhee Lim), preprint.
- An ergodic approach towards an equidistribution result of Ferrero--Washington (with Bharathwaj Palvannan), preprint.
- Dynamics of Ostrowski skew-product: Ⅰ. Limit laws and Hausdorff dimensions (with Valérie Berthé), Trans Amer Math Soc, 376 (2023), 7947--7982.
- Dynamics of continued fractions and distribution of modular symbols (with Hae-Sang Sun), preprint.
- Another note on "Euclidean algorithms are Gaussian" by V. Baladi and B. Vallée (with Hae-Sang Sun), Acta Arith, 188 (2019), 241--251.