2017.10 - 2021.10 Ph.D. University of Goettingen
2014.09 - 2017.06 M.S. Capital Normal University
6. Quasiconformal mappings and curvatures on metric measure spaces. Proceedings of the International Geometry Center Vol. 15, no. 3-4 (Mar. 2023) pp. 203-218.
5.Sphere theorems with and without Smoothing. Journal of Geometry.113, 33 (2022).
4.Curvature dimension condition meets Gromov's n-volumic scalar curvature. (Special Issue on Scalar and Ricci Curvature in honor of Misha Gromov on his 75th Birthday, 2020.) Symmetry, Integrability and Geometry: Methods and Applications (SIGMA) 17 (2021), 013.
3. Enlargeable Length-structures and Scalar Curvatures. Annals of Global Analysis and Geometry, 60.2 (2021) pp. 217–230.
2. Metric topology on the moduli space. Applied General Topology 22(1):11–15, 2021.
1. A note about scalar curvature on the total space of a vector bundle. arXiv:1907.02723.