School of Mathematics
Associate professor
heling@tju.edu.cn
Ling He is currently an associated professor in Tianjin University. She received B.S. and Ph.D. degrees from Beijing Forestry University and University of Chinese Academy of Sciences in 2009 and 2014 respectively. She worked as a post-doctor in Academy of Mathematics and Systems Science, Chinese Academy of Science for two years. In 2016, she joined Center for Applied Mathematics at Tianjin University.
Dr. He loves mathematics and is interested in programming. She hopes that she can make a contribution to combining mathematics and computer in the future. Her research interests are differential geometry, geometry analysis and computational conformal geometry.
- Ph.D.| University of Chinese Academy of Sciences| Pure Mathematics| 2014
- B.S.| Beijing Forestry University| Mathematics and Applied Mathematics| 2009
- Differential Geometry
- Geometry Analysis
- Computational Conformal Geometry
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2016.6-2019.12
Center for Applied Mathematics | Tianjin University -
2014.6-2016.6
Institute of Mathematics | Academy of Mathematics and Systems Science, Chinese Academy of Sciences
- Papers
- [1] M.Y.Li, X.X.Jiao, L.He, Classification of conformal minimal immersions of constant curvature from $S^2$ to $Q^3$, Journal of the Mathematical Society of Japan, 68(2): 863-883 (2016).
- [2] L.He, X.X.Jiao, X.C.Zhou, Rigidity of holomorphic curves of constant curvature in $G(2,5)$, Differential Geometry and its Applications, 43: 21-44 (2015).
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- [3] L.He, X.X.Jiao, On conformal minimal immersions of constant curvature from $S^2$ to $HP^n$, Mathematische Zeitschrift, 280(3-4): 851-871 (2015).
- [4] L.He, X.X.Jiao, On conformal minimal immersions of $S^2$ in $HP^n$ with parallel second fundamental form, Annali di Matematica Puraed Applicata, 194(5): 1301-1317 (2015).
- [5] L.He, X.X.Jiao, Classification of conformal minimal immersions of constant curvature from $S^2$ to $HP^2$, Mathematische Annalen, 359: 663-694 (2014).
- [6] L.He, X.X.Jiao, X.C.Zhou, On Almost Complex Curves and Hopf Hypersurfaces in the Nearly Kaehler Six-sphere, Science China Ser A(Math), 57(5): 1045-1056 (2014).