Hang (Amy) Huang

Mathematics · Texas A&M University

Portrait of Hang (Amy) Huang

Contact

Department
Department of Mathematics
University
Texas A&M University
Office
BLOC 601K
Email
hhuang235@tamu.edu

Research interests

My research primarily focuses on the interactions between representation theory, algebraic geometry, and commutative algebra.

Curriculum vitae (PDF)

Conference

I am co-organizing Geometry in Depth 2027 with J. M. Landsberg and Justin Lacini. The conference will be held at Texas A&M University on January 23–24, 2027.

Conference webpage

Papers

Publications and forthcoming work

  1. On linear spaces of matrices of bounded rank, with J. M. Landsberg. arXiv:2306.14428. To appear in Selecta Mathematica, New Series.
  2. Bernstein–Gelfand–Gelfand meets geometric complexity theory: resolving the 2×2 permanents of a 2×n matrix, with Fulvio Gesmundo, Hal Schenck, and Jerzy Weyman. arXiv:2312.12247. To appear in Transactions of the AMS.
  3. Geometry of backflow transformation ansatz for quantum many-body fermionic wavefunctions, with J. M. Landsberg and Jianfeng Lu. arXiv:2111.10314. Communications in Mathematical Sciences 21 (2023), no. 5, 1447–1453.
  4. The InvariantRing package for Macaulay2, with Luigi Ferraro, Federico Galetto, Francesca Gandini, Matthew Mastroeni, and Xianglong Ni. arXiv:2010.15331.
  5. Bad and good news for Strassen's laser method: border rank of the 3×3 permanent and strict submultiplicativity, with Austin Conner and J. M. Landsberg. arXiv:2009.11391. Foundations of Computational Mathematics 23 (2023), no. 6, 2049–2087.
  6. Vanishing Hessian, wild forms and their border VSP, with Mateusz Michałek and Emanuele Ventura. arXiv:1912.13174. Mathematische Annalen 378 (2020), no. 3–4, 1505–1532.
  7. Relations between the 2×2 minors of a generic matrix, with Michael Perlman, Claudia Polini, Claudiu Raicu, and Alessio Sammartano. arXiv:1909.11705. Advances in Mathematics 386 (2021), Paper No. 107807, 29 pp.
  8. Minimal set of generators of ideals defining nilpotent orbit closures. arXiv:2008.03166. To appear in Proceedings of the AMS.
  9. Computing Schur complexes, with Michael K. Brown, Robert P. Laudone, Michael Perlman, Claudiu Raicu, Steven V. Sam, and João Pedro Santo. arXiv:1812.00790. Journal of Software for Algebra and Geometry 9 (2019), no. 2, 111–119.
  10. Equations of Kalman varieties. arXiv:1707.08699. To appear in Proceedings of the AMS.

Preprints

  1. Smooth Herzog projective curves, with Matteo Varbaro, Yevgeniya Tarasova, and Emily Witt. arXiv:2512.00584.
  2. Syzygies of determinantal thickenings. arXiv:2008.02690.

Book chapter

K. Timchenko and H. Huang, Lightning introduction to perverse sheaves. In Introduction to Soergel Bimodules, pp. 315–331, RSME Springer Series, vol. 5 (2020).

Teaching

Notes and code

Recent public notes from GitHub Gist.

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