万义顿

教授（二级）

加拿大滑铁卢大学博士

电话：+86-21-31249033

办公室：物理楼 S116

E-mail：ydwan@fudan.edu.cn

主要经历:(Experiences)
1998 华南理工大学计算机暨经济学双学士

1998-2000 从事非研究性工作

2002 美国宾夕法尼亚大学（UPenn）计算机硕士

2004 加拿大渥太华大学（UOttawa）物理（光纤光学）硕士

2009 加拿大滑铁卢大学（UWaterloo）理论物理博士（师从Lee Smolin于Perimeter Institute for Theoretical Physics）并获滑铁卢大学W. B. Pearson 奖章和Perimeter Institute John Brodie纪念奖

2009-2013日本近畿大学、东京大学博士后

2013-2016加拿大Perimeter Institute for Theoretical Physics博士后

2016-至今 复旦大学物理系教授、博士导师

教学与研究领域:

研究领域：理论方面致力于以下领域的交叉研究：拓扑物态、量子计算与量子信息、宇宙学与天文学。

Yidun Wan

Professor

Ph.D. (2009), University of Waterloo & Perimeter Institute for Theoretical Physics.

Research Interests:

Interdisciplinary studies on Topological Orders, Quantum Computation and Quantum Information, Cosmology and Astronomy.

Selected Publications:

1) Hung L Y, Ji K, Shen C, et al. A 2D-CFT factory: Critical lattice models from competing anyon condensation processes in SymTO/SymTFT[J]. arXiv preprint arXiv:2506.05324, 2025. Accepted by Nature Physics.

2) Zhao Y, Wan Y. Landau-Ginzburg paradigm of topological phases[J]. arXiv preprint arXiv:2506.05319, 2025.

3) Fu N, Zhao Y, Wan Y. Symmetry-enriched topological phases and their gauging: a string-net model realization[J]. Journal of High Energy Physics, 2026, 2026(5): 16.

4) Fu N, Wang S, Zhao Y, et al. Nonlinear symmetry-fragmentation of nonabelian anyons in symmetry-enriched topological phases: a string-net model realization[J]. Journal of High Energy Physics, 2026, 2026(3): 91.

5) Zhao Y, Wan Y. Noninvertible gauge invariance in (2+ 1) d topological orders: a string-net model realization[J]. Journal of High Energy Physics, 2025, 2025(11): 138.

6) Zhao Y, Wan Y. Nonabelian anyon condensation in 2+ 1d topological orders: A string-net model realization[J]. Journal of High Energy Physics, 2025, 2025(5): 1-44.

7) Zhao Y, Wang H, Hu Y, et al. Symmetry fractionalized (irrationalized) fusion rules and two domain-wall Verlinde formulae[J]. Journal of High Energy Physics, 2024, 2024(4): 1-26.

8) Fan Y, Li Y, Hu Y, et al. Experimental realization of a topologically protected Hadamard gate via braiding Fibonacci anyons[J]. arXiv preprint arXiv:2210.12145, 2022. The Innovation. Volume 4, Issue 5.

9) M Han, Z Huang, H Liu, D Qu, Y Wan, Spinfoam on a Lefschetz thimble: Markov chain Monte Carlo computation of a Lorentzian spinfoam propagator, Phys. Rev. D 103 (8), 084026 (2021)

10) K Li, M Han, D Qu, Z Huang, G Long, Y Wan, D Lu, B Zeng, R Laflamme, Measuring holographic entanglement entropy on a quantum simulator, npj Quant. Info. 5, 30 (2019).

11) Z Luo, J Li, Z Li, L-Y Hung, Y Wan, X Peng, J Du, Experimentally probing topological order and its breakdown through modular matrices, Nat. Phys.14, 160–165 (2018).

12) K Li, Y Wan, L-Y Hung, T Lan, G Long, D Lu, B Zeng, R Laflamme, Experimental Identification of Non-Abelian Topological Orders on a Quantum Simulator, Phys. Rev. Lett. 118, 080502 (2017).

13) Y Wan and C Wang, Fermion condensation and gapped domain walls in topological orders, JHEP2017, 172 (2017).

14）L-Y Hung and Y Wan, Ground state degeneracy of topological phases on open surfaces, Phys. Rev. Lett. 114 (2015), 076401.

15）L-Y Hung and Y Wan, Generalized ADE classification of topological boundaries and anyon condensation, JHEP (2015) 7, 120.

16) Y Hu, Y Wan, and Y-S Wu, Twisted quantum double model of topological phases of matter, Phys. Rev. B 87 (2013), 125114.

17) Y Wan, J Wang, H. He, Twisted gauge theory model of topological phases in three dimensions, Phys. Rev. B 92 (2014), 045101.