个人简介

研究兴趣

• Mathematical physics and quantum information, topological order, topological quantum field theory, modular tensor category

教育经历

• 2016 - 2022 | Fudan University | Theoretical Physics | Ph.D | (Supervisor: Ling-Yan Hung)
• 2012 - 2016 | Fudan University | Physics | Bachelor

工作经历

• 2022 - 2023 | Baidu | Senior Researcher

出版物

• [1] Ce Shen, Hasse diagram of nonabelian quantum double Q8 model (2026)
• [2] Ce Shen, Kaixin Ji, Zhijun Yin, Ling-Yan Hung, Anran Jin, Critical lattice models from pointed fusion categories (2026)
• [3] LY Hung, K Ji, C Shen, Y Wan, Y Zhao, A 2D-CFT Factory: Critical Lattice Models from Competing Anyon Condensation Processes in SymTO/SymTFT, arXiv, 2506.05324 (2025)
• [4] Ce Shen, Exploring the phase diagram of $SU(2)_4$ strange correlator (2025)
• [5] C Shen, Exploring the phase diagram of strange correlator, arXiv preprint arXiv:2502.14556 (2025)
• [6] Chen, L., Zhang, H., Ji, K., Shen, C., Wang, R., Zeng, X. and Hung, L.Y., CFT$_D$ from TQFT$_{D+1}$ via Holographic Tensor Network, and Precision Discretisation of CFT$_2$, PRX (2024)
• [7] L Chen, K Ji, H Zhang, C Shen, R Wang, X Zeng, LY Hung, $CFTD$from$TQFTD+1$via Holographic Tensor Network, and Precision Discretization of$CFT2$, Physical Review X, 14(4), 041033 (2024)
• [8] Zeng, X., Wang, R., Shen, C. and Hung, L.Y., Virasoro generators in the Fibonacci model tensor network: Tackling finite-size effects, PRB (2023)
• [9] Wang, R., Zeng, X., Shen, C. and Hung, L.Y., Virasoro and Kac-Moody algebra in generic tensor network representations of two-dimensional critical lattice partition functions, PRB (2022)
• [10] L Chen, H Zhang, K Ji, C Shen, R Wang, X Zeng, LY Hung, Exact Holographic Tensor Networks–Constructing CFTD from TQFTD+ 1, arXiv preprint arXiv:2210.12127, 2022 (2022)
• [11] Lou, J., Shen, C., Chen, C. and Hung, L.Y., A (dummy’s) guide to working with gapped boundaries via (fermion) condensation, JHEP (2021)
• [12] Lou, J., Shen, C. and Hung, L.Y., Ishibashi states, topological orders with boundaries and topological entanglement entropy. Part I, JHEP (2019)
• [13] Shen, C. and Hung, L.Y., Defect Verlinde formula for edge excitations in topological order, PRL (2019)
• [14] Shen, C., Lou, J. and Hung, L.Y, Ishibashi states, topological orders with boundaries and topological entanglement entropy. Part II. Cutting through the boundary, JHEP (2019)
• [15] P Peng, W Cao, C Shen, W Qu, J Wen, L Jiang, Y Xiao, Anti-parity–time symmetry with flying atoms, Nature Physics, 12(12), 1139-1145 (2016)