Areas of Focus
- Kahler manifolds
- Monge-Ampere equation
- Almost complex structures
- Geodesics in the space of Kahler metrics
Work Experience
- 2021-Present - Peking University - Assistant Professor
- 2018-2021 - Northwestern University - Boas Assistant Professor
- 2017-2019 - Chinese Academy of Sciences, Institute of Mathematics and Systems Science - Postdoctoral Researcher
Academic Background & Achievements
- 2017 PhD: Peking University
- 2012 Bachelor: Beijing Institute of Technology
Publications
- Kahler manifolds with negative k-Ricci curvature, Jianchun Chu, M.-C. Lee, L.-F. Tam, 2020
- The space of almost calibrated (1,1) forms on a compact Kahler manifold, Jianchun Chu, T. C. Collins, M.-C. Lee, 2021
- The parabolic Monge-Ampere equation on compact almost Hermitian manifolds, Jianchun Chu, 2020
- The Monge-Ampere equation for non-integrable almost complex structures, Jianchun Chu, V. Tosatti, B. Weinkove, 2019
- On the C^{1,1} regularity of geodesics in the space of Kahler metrics, Jianchun Chu, V. Tosatti, B. Weinkove, 2017
