Jeehoon Park's webpage

Venice, 2014

What is a mathematician?

I am an associate professor at Department of Mathematics, POSTECH (POhang university of Science and TECHnology).

I had joined POSTECH (Department of Mathematics) in 2010. I was a postdoctoral fellow at Department of Mathematics and Statistics, McGill University from Sep 2007 to July 2010. I had been appointed as a Clay liftoff fellow during the summer of 2007. I earned my PhD at Boston University in May 2007 under the guidance of Glenn Stevens with the thesis "p-adic family of half-integral weight modular forms and its arithmetic applications". I obtained my Bachelor degree at Seoul National University in Feb 2001.

My research area is number theory, arithmetic geometry, and their connection to theoretical physics. More specifically, I am currently working on three subjects: an arithmetic approach to mirror symmetry, higher (homotopy and algebraic) structures in Iwasawa theory, and arithmetic quantum field theory (arithmetic Chern-Simons theory).

Email: jpark.math (at) gmail.com


Address:Jeehoon Park Mathematical Science Building 223, Department of Mathematics, POSTECH 77 Cheongam-Ro, Namgu Pohang, Gyeongbuk, 37673,South Korea

Research papers:

  1. Arithmetic Chern-Simons theory II (with Hee-Joong Chung, Dohyeong Kim, Minhyong Kim, Hwajong Yoo) submitted. pdf
  2. The Koszul-Tate type resolution for Gerstenhaber-Batalin-Vilkovisky algebras (with Donggeon Yhee) Journal of Homotopy Related Structures (2018) https://doi.org/10.1007/s40062-018-0218-2. pdf
  3. Differential Gerstenhaber-Batalin-Vilkovisky algebras for Calabi-Yau hypersurface complements (with Dokyoung Kim, Yesule Kim) Mathematika 64 (2018) Pages 637-651. pdf
  4. Abelian arithmetic Chern-Simons theory and arithmetic linking numbers (with Hee-Joong Chung, Dohyeong Kim, Minhyong Kim, George Pappas, Hwajong Yoo) International Mathematics Research Notices, https://doi.org/10.1093/imrn/rnx271. pdf
  5. Inverse values of the modular j-invariant and homotopy Lie theory (with Kwang-Hyun Kim, Yesule Kim) Proceedings of the American Mathematical Society, Volume 146, Number 8, August 2018, 3295-3305. pdf
  6. The main conjecture of Iwasawa theory for elliptic curves with complex multiplication over abelian extensions at supersingular primes (with Byoung Du Kim) Acta Arithmetica 181 (2017), no. 3, 209–238. pdf
  7. Milnor K_2 and p-adic zeta functions for real quadratic fields Annales mathématiques du Québec, Volume 41 (2017), Number 1, Pages 3-25. pdf
  8. Enhanced homotopy theory for period integrals of smooth projective hypersurfaces (with Jae-Suk Park) Communications in Number theory and Physics, Volume 10 (2016), Number 2, Pages 235-337. pdf
  9. On Teitelbaum type L-invariant of Hilbert modular forms attached to definite quaternions (with Masataka Chida, Chung Pang Mok) Journal of Number Theory, Volume 147, February 2015, Pages 633-665. pdf
  10. Plus/minus p-adic L-functions for Hilbert modular forms (with Shahab Shahabi) Journal of Algebra, Volume 342, Issue 1, 15 September 2011, Pages 197-211. pdf
  11. Another look at Gross-Stark units for the number field Q International Journal of Number Theory, Volume 7, Issue5 (2011), Pages 1379-1393. pdf
  12. The Darmon-Dasgupta units over genus fields and the Shimura Correspondence Journal of Number Theory, Volume 130, Issue 11, November 2010, Pages 2610-2627. pdf
  13. p-adic family of half-integral weight modular forms via overconvergent Shintani lifting Manuscripta Mathematica, Volume 131, Numbers 3-4 / March (2010), 355-384. pdf

Infinity is the most useful human mind's invention to understand the finite world; Questions are at the boundary of beauty and understanding is at the heart of beauty. -JP.