张鸣一

BIO

张鸣一主要研究奇点理论与双有理几何、霍奇理论及D模理论等领域的交叉课题。他聚焦于运用代数与解析方法研究奇点不变量（如multiplier ideals, Hodge ideals, Bernstein-Sato polynomials, dual graphs等）及其在双有理几何中的应用。他曾在北京大学数学科学学院从事博士后研究，与合作者方汉隆共同探索格拉斯曼流形典范爆破等相关课题。

教育经历

• 2015.9-2021.6 Northwestern University Mathematics Ph.D.
• 2013.9-2015.7 Tsinghua University Mathematics Master of Sciences
• 2008.9-2012.7 Tsinghua University Mathematics Bachelor of Sciences

工作经历

• 2023.3-2024.12 Peking University Postdoc

荣誉和获奖

• Gold Prize for 2012 New World Mathematics Awards

论著

1. Mingyi Zhang. “Hodge filtration and Hodge ideals for Q-divisors with weighted homogeneous isolated singularities or convenient non-degenerate singularities”. English. In: Asian J. Math. 25.5 (2021), pp. 641–664
2. N. Hussain, X. Luo, S. S.-T. Yau, Mingyi Zhang, and H. Zuo. “On classification of toric surface codes of dimension seven”. English. In: Commun. Anal. Geom. 28.2 (2020), pp. 263–319.
3. S. S.-T. Yau, Mingyi Zhang, and H. Zuo. “Topological classification of simplest Gorenstein non-complete intersection singularities of dimension 2”. English. In: Asian J. Math. 19.4 (2015), pp. 651–792.
4. X. Luo, S. S.-T. Yau, M. Zhang, and H. Zuo. “On classification of toric surface codes of low dimen sion”. English. In: Finite Fields Appl. 33 (2015), pp. 90–102.

Preprints

1. H. Fang and Mingyi Zhang. “Canonical blow-ups of Grassmannians II”. 2023. arXiv: 2310.17367. https://arxiv.org/pdf/2310.17367.pdf.
2. Mingyi Zhang. “Multiplier ideals of analytically irreducible plane curves”. 2019. arXiv: 1907.0628. https://arxiv.org/pdf/1907.06281.pdf.