Career 2023.9-present, Assistant Professor, ShanghaiTech University 2021.9-2023.8, Postdoc, Leibniz University Hannover 2019.9-2021.8, Postdoc, Shanghai Center for Mathematical Sciences Education 2014-2019, Ph.D. in Mathematics, Columbia University 2010-2014, B.S. in Mathematics, Fudan University Research My research interest is arithmetic geometry. I am interested in rationality problems and Franchetta-type questions over concrete moduli spaces. Publication [1] (With K.Christ) Bounding the number of graph refinements for Brill-Noether existence, arXiv: 2304.07045v1 [2] Monodromy of closed points on generic hypersurfaces. J. Algebra 590 (2022), 155–167. [3] Addition of Brauer classes via Picard schemes. J. Algebra 589 (2022), 105–113. [4] Specializing Brauer classes in Picard schemes. J. Pure Appl. Algebra 226 (2022), no.2, Paper No. 106832, 10 pp. [5] Brauer class over the Picard scheme of totally degenerate stable curves. Math. Z.298(2021), no.3-4, 1641–1652. [6] Period of the generic genus g curve via degeneration. J. Number Theory 227 (2021), 158–165.(Erratum) [7] Closed points on cubic hypersurfaces. Michigan Math. J.70 (2021), no.4, 857–868. |
Email: maqx1@shanghaitech.edu.cn Office: S417, School of Creativity & Arts |
