BIMSA > 万喆彦
助理研究员 万喆彦

团队: 量子场论和弦理论

办公室: A3-3-205

邮箱: wanzheyan@bimsa.cn

研究方向: 代数拓扑、理论物理

个人主页: https://bimsa.net/people/zheyanwan

CV

个人简介

本科和博士毕业于中国科学技术大学，之前是清华大学丘成桐数学科学中心博士后，现在是北京雁栖湖应用数学研究院助理研究员，研究兴趣是用拓扑方法（cobordism）研究理论物理（anomaly）。

教育经历

  • 2014 - 2019      中国科学技术大学      数学物理      博士
  • 2009 - 2014      中国科学技术大学      数学与应用数学      学士

工作经历

  • 2022 -      北京雁栖湖应用数学研究院      助理研究员
  • 2019 - 2022      清华⼤学丘成桐数学科学中⼼      博士后

出版物

  • [1] Zheyan Wan, A matrix solution to any polygon equation, accepted by Advances in Theoretical and Mathematical Physics (2025)
  • [2] Zheyan Wan, Juven Wang, Yi-Zhuang You, Topological Responses of the Standard Model Gauge Group, arXiv:2412.21196 (2024)
  • [3] Yang-Yang Li, Zheyan Wan, Juven Wang, Shing-Tung Yau, Yi-Zhuang You, C-R-T Fractionalization in the First Quantized Hamiltonian Theory, arXiv:2412.11958 (2024)
  • [4] Weiyan Chen, Zheyan Wan, Topological complexity of finding flex points on cubic plane curves , accepted by PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY (2024)
  • [5] 萬喆彥, 關於丘成桐先生自傳中的一個幾何問題, 數理人文, 26 (2024)
  • [6] Zheyan Wan, Juven Wang, Shing-Tung Yau, Yi-Zhuang You, C-R-T Fractionalization, Fermions, and Mod 8 Periodicity, arXiv:2312.17126(2023)
  • [7] Vassily Olegovich Manturov, Zheyan Wan, The photography method: solving pentagon equation, Journal of Knot Theory and Its Ramifications, 32(2023), 11
  • [8] Juven Wang, Zheyan Wan, Yi-Zhuang You, Cobordism and Deformation Class of the Standard Model, PHYSICAL REVIEW D (2022)
  • [9] Juven Wang, Zheyan Wan, Yi-Zhuang You, Proton Stability: From the Standard Model to Beyond Grand Unification, PHYSICAL REVIEW D (2022)
  • [10] Zheyan Wan, Juven Wang, Xiao-Gang Wen, 3+1d Boundaries with Gravitational Anomaly of 4+1d Invertible Topological Order for Branch-Independent Bosonic Systems, PHYSICAL REVIEW B (2022)
  • [11] Zheyan Wan, On Prof. Yau’s problem, Notices of the International Congress of Chinese Mathematicians (2021)
  • [12] Zheyan Wan, Yilong Wang, Classification of spherical fusion categories of Frobenius-Schur exponent 2, ALGEBRA COLLOQUIUM, 28(1), 39-50 (2021)
  • [13] Zheyan Wan, Juven Wang, Yunqin Zheng, Higher Anomalies, Higher Symmetries, and Cobordisms II: Lorentz Symmetry Extension and Enriched Bosonic/Fermionic Quantum Gauge Theory, Annals of Mathematical Sciences and Applications (2020)
  • [14] Zheyan Wan, Juven Wang, Beyond Standard Models and Grand Unifications: Anomalies, Topological Terms, and Dynamical Constraints via Cobordisms, JOURNAL OF HIGH ENERGY PHYSICS (2020)
  • [15] Zheyan Wan, Juven Wang, Higher Anomalies, Higher Symmetries, and Cobordisms III: QCD Matter Phases Anew, NUCLEAR PHYSICS B (2020)
  • [16] Meng Guo, Kantaro Ohmori, Pavel Putrov, Zheyan Wan, Juven Wang, Fermionic Finite-Group Gauge Theories and Interacting Symmetric/Crystalline Orders via Cobordisms, COMMUNICATIONS IN MATHEMATICAL PHYSICS (2020)
  • [17] Zheyan Wan, Juven Wang, Yunqin Zheng, New Higher Anomalies, SU(N) Yang-Mills Gauge Theory and ℂℙN−1 Sigma Model, Annals of Physics (2020)
  • [18] Zheyan Wan, Juven Wang, Yunqin Zheng, Quantum 4d Yang-Mills Theory and Time-Reversal Symmetric 5d Higher-Gauge Topological Field Theory , PHYSICAL REVIEW D (2019)
  • [19] Zheyan Wan, Juven Wang, Higher Anomalies, Higher Symmetries, and Cobordisms I: Classification of Higher-Symmetry-Protected Topological States and Their Boundary Fermionic/Bosonic Anomalies via a Generalized Cobordism Theory , Annals of Mathematical Sciences and Applications (2019)
  • [20] Zheyan Wan, Juven Wang, Adjoint QCD4, Deconfined Critical Phenomena, Symmetry-Enriched Topological Quantum Field Theory, and Higher Symmetry-Extension, PHYSICAL REVIEW D (2019)
  • [21] Hua-Lin Huang, Zheyan Wan, Yu Ye, Explicit cocycle formulas on finite abelian groups with applications to braided linear Gr-categories and Dijkgraaf-Witten invariants , PROCEEDINGS OF THE ROYAL SOCIETY OF EDINBURGH SECTION A-MATHEMATICS (2019)
  • [22] Juven Wang, Kantaro Ohmori, Pavel Putrov, Yunqin Zheng, Zheyan Wan, Meng Guo, Hai Lin, Peng Gao, Shing-Tung Yau, Tunneling Topological Vacua via Extended Operators: (Spin-)TQFT Spectra and Boundary Deconfinement in Various Dimensions, Prog. Theor. Exp. Phys. (2018)

 

更新时间: 2025-03-28 01:57:07