Yoon-Joo Kim

Ritt assistant professor (postdoc)
427 Mathematics building
Columbia University

About me

I am a Ritt assistant professor (postdoc) at Columbia University. My field of interest is algebraic geometry, and more specifically compact hyper-Kähler manifolds and their Lagrangian fibrations.

I often write my name as Yoonjoo Kim without a dash.

From Fall 2022 to Spring 2023, I was a postdoc at Universität Bonn in Daniel Huybrechts' group (ERC HyperK team).

Before that, I was a PhD student at Stony Brook University. My advisor was Radu Laza.

Email: yk3029 [AT] columbia [DOT] edu.

CV

Here is my latest CV: pdf.

Papers and preprints

Research talks

  • AMS Fall 2020 Southeast meeting, October 2020.
  • Stony Brook University, November 2020.
  • University of Connecticut, February 2021.
  • KIAS (Seoul, South Korea), February 2021.
  • Michigan State University, September 2021.
  • IBS CCG (Daejeon, South Korea), September 2021.
  • UC Santa Barbara, October 2021.
  • University of Massachusetts Amherst, October 2021.
  • Institut de Mathématiques de Jussieu, October 2021.
  • University of Michigan, November 2021.
  • Derived seminar, December 2021.
  • University of Georgia, January 2022.
  • Yale University, February 2022.
  • Seoul National University, August 2022.
  • Universität Bonn, October 2022.
  • IST Austria, November 2022.
  • IBS CCG (Daejeon, South Korea), February 2023.
  • KIAS (Seoul, South Korea), February 2023.
  • KdV University of Amsterdam, March 2023.
  • University of Lille, March 2023.
  • Western Hemisphere Virtual Symplectic Seminar, April 2023.
  • Columbia University, September 2023.
  • Stony Brook University, September 2023.
  • IBS CCG (Daejeon, South Korea), February 2024.
  • Princeton University, March 2024.
  • Johns Hopkins University, March 2024.
  • KIAS (Seoul, South Korea), June 2024.
  • Fordham University, September 2024.

Others

  • Here is my dissertation: pdf.
    It summarizes some of my work on hyper-Kähler manifolds. It also provides a very brief survey on basic theory of Lagrangian fibered hyper-Kähler manifolds.