Xianglong Ni

Kenna Postdoctoral Research Associate

Education

PhD in Mathematics, University of California, Berkeley. 2018-2024
Advisor: David Eisenbud
BSc in Mathematics, Massachusetts Institute of Technology. 2014-2018
Advisor: Haynes Miller

Bio

Research Interests:

Commutative algebra, representation theory, and computer implementation thereof

Selected Publications: 

• T. Chmiel, L. Guerrieri, X. Ni, J. Weyman. Grade three perfect ideals and length four self-dual resolutions. Proc. Amer. Math. Soc. (to appear). arXiv:2512.01079
• L. Guerrieri, X. Ni, J. Weyman. Generic models of licci ideals parametrized by Schur functors. Pacific J. Math. (refereed). arXiv:2506.09598
• L. Guerrieri, X. Ni, J. Weyman. The linkage class of a grade three complete intersection. Algebra Number Theory (refereed). arXiv:2412.00399
• S. A. Filippini, X. Ni, J. Torres, J. Weyman. Residual Intersections and Schubert Varieties. J. Algebra, vol. 685 (2026). arXiv:2411.13481
• L. Ferraro, F. Galetto, F. Gandini, H. Huang, M. Mastroeni, X. Ni. The InvariantRing package for Macaulay2. J. Softw. Algebra Geom., vol. 14 no. 1 (2024). arXiv:2010.15331