Chuanhuan Li

Bio

Chuanhuan Li is a Postdoc at the Shanghai Institute for Mathematics and Interdisciplinary Sciences. He obtained his Ph.D in mathematics in 2025 from Beijing Normal University.

My area of research is differential geometry and geometric analysis. More specifically, the analytic and geometric properties of geometric flows.

Education Experience

• 2016 – 2020  Qingdao University        Bachelor Degree
• 2020 – 2023  Southeast University       Master Degree
• 2023 – 2025  Beijing Normal University   Doctor Degree

Work Experience

• 2025.6-Now  Shanghai Institute for Mathematics and Interdisciplinary Sciences     Postdoc.

Honors and Awards

1. First-Class Scholarship for Doctoral Students, Beijing Normal University
2. Second Prize of Graduate Academic Innovation Award, Beijing Normal University

Grants
2023.10– 2025.6  Interdisciplinary Research Foundation for Doctoral Candidates of Beijing Normal University (Grant BNUXKJC2318),10,000 Yuan

Publications

1. Chuanhuan, Li; Yi, Li; Kairui, Xu. Parabolic frequency monotonicity on Ricci flow and Ricci-harmonic flow with bounded curvatures. J. Geom. Anal. 33 (2023), no.9, 282.
2. Chuanhuan, Li; Yi, Li. List’s flow with integral curvature bounds on complete noncompact Riemannian manifolds. Nonlinear Anal. 246 (2024), Paper No. 113583, 30 pp.
3. Chuanhuan, Li; Yi, Li; Kairui, Xu. Gradient estimates and parabolic frequency under the Laplacian G2 flow. Calc. Var. Partial Differential Equations 64 (2025), no. 4, Paper No. 121. 28 pp.
4. Chuanhuan, Li, Yi Li, Kairui Xu, Jichun Zhu. Parabolic frequency monotonicity for two nonlinear equations under Ricci flow.arXiv:2310.14912 [math.DG] accepted by Acta Mathematica Scientia.

Print

1. Chuanhuan, Li; Yi, Li. Curvature pinching estimate under the Laplacian G2 flow. arXiv:2307.14289 [math.DG].
2. Chuanhuan, Li, Yi Li. Real analyticity of the modified Laplacian coflow. arXiv:2409.06283 [math.DG]