BIMSA > Yong-Suk Moon
Assistant Professor Yong-Suk Moon

Group: Number Theory and Representation Theory

Office: A3-1a-303

Email: ysmoon@bimsa.cn

Research Field: Number theory, Algebraic Geometry

CV

Biography

Yong Suk Moon joined BIMSA in 2022 fall as an assistant professor. His research area is number theory and arithmetic geometry. More specifically, his current research focuses on p-adic Hodge theory, Fontaine-Mazur conjecture, and p-adic Langlands program. He completed his Ph.D at Harvard University in 2016, and was a Golomb visiting assistant professor at Purdue University (2016-19) and a postdoctoral researcher at University of Arizona (2019 - 22).

Research Interest

  • Number theory and Arithmetic geometry

Education Experience

  • 2009 - 2016      Harvard University      Mathematics      Doctor      (Supervisor: Mark Kisin)
  • 2008 - 2009      Stanford University      Statistics      Master
  • 2004 - 2008      Stanford University      Mathematics and Physics      Bachelor

Work Experience

  • 2022 -      BIMSA      Professor
  • 2019 - 2022      University of Arizona      Postdoctoral Research Associate
  • 2016 - 2019      Purdue University      Golomb Visiting Assistant Professor

Honors and Awards

  • 2020      AMS-Simons Travel Grant
  • 2009      Samsung Scholarship for Graduate Studies
  • 2008      The J.E.Wallace Sterling Award for Scholastic Achievement, Stanford University
  • 2008      Research Award, Dept. of Mathematics, Stanford University
  • 2004      Samsung Scholarship for Undergraduate Studies
  • 2003      Silver Medal in the 34th International Physics Olympiad

Publication

  • [1] Yong Suk Moon, A note on purity of crystalline local systems, accepted by Proceedings of the American Mathematical Society (2024)
  • [2] Heng Du, Tong Liu, Yong Suk Moon, Koji Shimizu, Log prismatic F-crystals and purity(2024)
  • [3] Heng Du, Tong Liu, Yong Suk Moon, Koji Shimizu, Completed prismatic F-crystals and crystalline Zp-local systems, Compositio Mathematica, 160(2024), 5, 1101-1166
  • [4] Yong Suk Moon, Strongly divisible lattices and crystalline cohomology in the imperfect residue field case, Selecta Mathematica, New Series, 30(2023)
  • [5] Tong Liu, Yong Suk Moon, Deepam Patel, Relative Fontaine-Messing theory over power series rings, International Mathematics Research Notices(2023)
  • [6] Yong Suk Moon, On Fontaine's conjuecture for torsion crystalline local systems, arXiv:2304.00855(2023)
  • [7] Tong Liu, Yong Suk Moon, Relative crystalline representations and p-divisible groups in the small ramification case, Algebra & Number Theory, 14(2020)
  • [8] Yong Suk Moon, Extending p-divisible Groups and Barsotti-Tate Deformation Ring in the Relative Case, International Mathematics Research Notices(2020)
  • [9] Yong Suk Moon, Potentially semi-stable deformations of specified Hodge-Tate type and Galois type, Journal of Number Theory, 181(2017)
  • [10] Yong Suk Moon, Galois deformation ring and Barsotti-Tate representations in the relative case, Ph.D Thesis(2016)

 

Update Time: 2024-10-08 09:16:49