Faculty > Professors > GAO Hui

GAO Hui

Associate Professor  

http://faculty.sustech.edu.cn/gaoh/en/

  • Brief Biography
  • Research
  • Teaching
  • Published Works

Professional Appointments

2022.6--           Associate professor, SUSTech

2019.9--2022.5. Assistant professor, SUSTech

2016.9--2019.8. Postdoc fellow at University of Helsinki  
2013.7--2016.6. Postdoc fellow at BICMR, Peking University 

Education
2007.9--2013.5. PhD of Mathematics, Purdue University 

2003.9--2007.6. BS of Mathematics, Nankai University


Research interests:
Number theory and arithmetic geometry. 

In particular: p-adic Hodge theory and p-adic Langlands program. 


Selected Publications

For full publication, see MathSciNet: author profile page

arXiv: author identifier: gao_h_2

Breuil-Kisin modules and integral p-adic Hodge theory (with two appendices) to appear, J. Eur. Math. Soc 
(with Léo Poyeton,) Locally analytic vectors and overconvergent (phi, tau)-modules J. Inst. Math. Jussieu 20 (2021), no. 1 
(with Tong Liu,) Loose crystalline lifts and overconvergence of étale (phi, tau)-modules Amer. J. Math. 142 (2020), no. 6 
Crystalline liftings and weight part of Serre's conjecture Israel J. Math. 221 (2017), no. 1, 117–164  
Galois lattices and strongly divisible lattices in the unipotent case J. Reine Angew. Math.  728 (2017), 263–299. 
(with Tong Liu,) A note on potential diagonalizability of crystalline representations Math. Annalen, 2014, Vol. 360, pp 481-487.


Research Interests

My research domain is arithmetic geometry. Research topics I'm particularly interested in include rational points of homogeneous varieties, arithmetic of quadratic forms and related structures, Galois cohomology of linear algebraic groups, etc. 


Grants

1.China Postdoctoral Science Foundation, Postdoctoral Fellow Project

Project Number: 2014M550539
Topic: p-Adic Langlands Program and p-Adic Hodge Theory
Duration: April 2014 - June 2016
Funding: 50,000 CNY
Status: Completed

2.p-Adic Hodge Theory and Its Applications, National Natural Science Foundation of China (NSFC) General Project

Project Duration: January 2021 - December 2024
Funding: 520,000 CNY
Status: Ongoing