Difference between revisions of "Chul-hee Lee"
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* singular moduli, periods, special values of L-functions and polylogarithms | * singular moduli, periods, special values of L-functions and polylogarithms | ||
* Q-system, T-system and Y-system | * Q-system, T-system and Y-system | ||
| − | + | * [[File:Research statement.pdf]] | |
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* B.S. Mathematics, Seoul National University, Aug, 2006. | * B.S. Mathematics, Seoul National University, Aug, 2006. | ||
* Ph.D. Mathematics, University of California, Berkeley, May, 2012. (advisor: Richard E. Borcherds) | * Ph.D. Mathematics, University of California, Berkeley, May, 2012. (advisor: Richard E. Borcherds) | ||
| − | + | * [[File:CV.pdf]] | |
Revision as of 12:22, 19 August 2013
I am a postdoctoral researcher at Max Planck Institute for Mathematics.
contact
- Email: chlee at mpim-bonn.mpg.de
- Address: Max-Planck-Institut für Mathematik, Vivatsgasse 7, 53111 Bonn, Germany
research interests
- connections between number theory and mathematical physics
- Nahm's conjecture
- modular forms and q-hypergeometric series
- singular moduli, periods, special values of L-functions and polylogarithms
- Q-system, T-system and Y-system
- File:Research statement.pdf
research articles
- A Note on Nahm's Conjecture in Rank 2 Case with An Huang, Commun.Num.Theor.Phys.4:609-622,2010, arXiv:1008.4981]
- Nahm's conjecture and Y-systems, arXiv:1109.3667, to appear in Commun.Num.Theor.Phys.
- A proof of the KNS conjecture : $D_r$ case, J. Phys. A: Math. Theor. 46 165201 doi:10.1088/1751-8113/46/16/165201, arXiv:1210.1669
- Positivity and Periodicity of $Q$-systems in the WZW fusion ring arxiv:1302.1467
talks
- Around Nahm's conjecture
- On the boundary of Q-systems : introduction to the KNS conjecture
- Kirillov-Reshetikhin modules and fusion rings from CFT
education
- B.S. Mathematics, Seoul National University, Aug, 2006.
- Ph.D. Mathematics, University of California, Berkeley, May, 2012. (advisor: Richard E. Borcherds)
- File:CV.pdf
honors and fellowships
- Samsung Scholarship, 2006-2010
etc
- developing a wiki-based mathematics website (in Korean) for fun