Jungwon Lee

I am a postdoc at Mathematics Institute, Warwick under the guidance of Mark Pollicott. Before that, I spent two years at LPSM, Jussieu with Viviane Baladi. I did my PhD study: Dynamical resonances and arithmetic of L-values (Feb 2020) at UNIST, under the supervision of Hae-Sang Sun.





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 [dot] lee [at] warwick [dot] ac [dot] uk
B2.40 (Zeeman Building), University of Warwick, Coventry CV4 7AL, UK.

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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.