BIMSA > Lingyan Hung
Professor Lingyan Hung

Affiliation: YMSC, BIMSA

Group: Quantum Fields and Strings

Email: janethung@bimsa.cn

Research Field: Mathematical Physics

Webpage: https://ymsc.tsinghua.edu.cn/en/info/1031/2336.htm

Publication

  • [1] Jiaheng Zhao, Jia-Qi Lou, Zhi-Hao Zhang, Ling-Yan Hung, Liang Kong, Yin Tian, String condensations in 3+ 1D and Lagrangian algebras, Advances in Theoretical and Mathematical Physics, 27, 583--622 (2023)
  • [2] Zeng, X., Wang, R., Shen, C. and Hung, L.Y., Virasoro generators in the Fibonacci model tensor network: Tackling finite-size effects, PRB (2023)
  • [3] 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)
  • [4] Lou, J., Shen, C., Chen, C. and Hung, L.Y., A (dummy’s) guide to working with gapped boundaries via (fermion) condensation, JHEP (2021)
  • [5] Lou, J., Shen, C. and Hung, L.Y., Ishibashi states, topological orders with boundaries and topological entanglement entropy. Part I, JHEP (2019)
  • [6] Shen, C. and Hung, L.Y., Defect Verlinde formula for edge excitations in topological order, PRL (2019)
  • [7] 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)
  • [8] N Bao, LY Hung, Y Jiang, Z Liu, QG from SymQRG: AdS$_3$/CFT$_2$Correspondence as Topological Symmetry-Preserving Quantum RG Flow, arXiv preprint arXiv:2412.12045 (2024)
  • [9] L Chen, LY Hung, Y Jiang, BX Lao, Quantum 2D Liouville Path-Integral Is a Sum over Geometries in AdS$_3$Einstein Gravity, arXiv preprint arXiv:2403.03179 (2024)
  • [10] LY Hung, Y Jiang, Building up quantum spacetimes with BCFT Legos, arXiv preprint arXiv:2404.00877 (2024)
  • [11] K Ji, L Chen, LP Yang, LY Hung, Simplex tensor network renormalization group for boundary theory of 3+ 1D symTFT, arXiv preprint arXiv:2412.08374 (2024)
  • [12] LY Hung, L Chen, Y Jiang, B Lao, Deriving non-perturbative gravity dual of quantum Liouville theory from BCFT operator algebra (2024)
  • [13] 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)
  • [14] G Cheng, L Chen, ZC Gu, LY Hung, Precision reconstruction of rational CFT from exact fixed point tensor network, arXiv e-prints, arXiv: 2311.18005 (2023)
  • [15] LY Hung, K Ji, T Wang, Scrambling and entangling spinning particles, Journal of High Energy Physics, 2023(2), 1-30 (2023)
  • [16] X Zeng, LY Hung, Bulk operator reconstruction in topological tensor network and generalized free fields, Entropy, 25(11) (2023)
  • [17] G Cheng, L Chen, ZC Gu, LY Hung, Exact fixed-point tensor network construction for rational conformal field theory, arXiv preprint arXiv:2311.18005 (2023)
  • [18] B Chen, B Czech, LY Hung, G Wong, Modular parallel transport of multiple intervals in 1+ 1-dimensional free fermion theory, Journal of High Energy Physics, 2023(3), 1-27 (2023)
  • [19] K Ji, LY Hung, Information propagation in a non-local model with emergent locality, Journal of High Energy Physics, 4, 1-18 (2022)
  • [20] 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)
  • [21] Y Hu, Z Huang, LY Hung, Y Wan, Anyon condensation: coherent states, symmetry enriched topological phases, Goldstone theorem, and dynamical rearrangement of symmetry, Journal of High Energy Physics, 2022(3), 1-45 (2022)
  • [22] CY Chen, BX Lao, XY Yu, LY Hung, Galois conjugates of String-net Model, Physical Review D, 105(6) (2022)
  • [23] L Chen, X Liu, LY Hung, Bending the Bruhat-Tits tree. Part II. The p-adic BTZ black hole and local diffeomorphism on the Bruhat-Tits tree, Journal of High Energy Physics 2021 (9), 1-32 (2021)
  • [24] L Chen, X Liu, LY Hung, Bending the Bruhat-Tits tree. Part I. Tensor network and emergent Einstein equations, Journal of High Energy Physics, 2021(6), 1-32 (2021)
  • [25] LY Hung, G Vidal, Continuous entanglement renormalization on the circle, arXiv preprint arXiv:2101.03674 (2021)
  • [26] LY Hung, G Wong, Entanglement branes and factorization in conformal field theory, Physical Review D, 104(2) (2021)
  • [27] L Chen, X Liu, LY Hung, Emergent Einstein Equation in$p$-adic Conformal Field Theory Tensor Networks, Physical Review Letters, 127(22) (2021)
  • [28] LY Hung, W Li, CM Melby-Thompson, p-adic CFT is a holographic tensor network, Journal of High Energy Physics, 2019(4), 1-39 (2019)
  • [29] LY Hung, W Li, CM Melby-Thompson, Wilson line networks in p-adic AdS/CFT, Journal of High Energy Physics, 2019(5), 1-35 (2019)
  • [30] Z Luo, J Li, Z Li, LY Hung, Y Wan, X Peng, J Du, Experimental preparation of topologically ordered states via adiabatic evolution, Science China Physics, Mechanics & Astronomy, 62, 1-7 (2019)
  • [31] Z Yang, A Bhattacharyya, L Cheng, LY Hung, S Ning, Emergent Lorentz symmetry and the Unruh effect in a Lorentzian fermionic tensor network, Physical Review D, 99(8) (2019)
  • [32] Z Yang, LY Hung, Exploring the entanglement of free spin-${\bf\dfrac {1}{2}} $, spin-1 and spin-2 fields, Chinese Physics C, 43(5) (2019)
  • [33] A Bhattacharyya, LY Hung, Y Jiang, Null hypersurface quantization, electromagnetic duality and asympotic symmetries of Maxwell theory, Journal of High Energy Physics, 2018(3), 1-25 (2018)
  • [34] Z Yang, LY Hung, Gauge choices and entanglement entropy of two dimensional lattice gauge fields, Journal of High Energy Physics, 2018(3), 1-34 (2018)
  • [35] C Chen, LY Hung, Y Li, Y Wan, Entanglement entropy of topological orders with boundaries, Journal of High Energy Physics, 2018(6), 1-26 (2018)
  • [36] A Bhattacharyya, L Cheng, LY Hung, S Ning, Z Yang, Notes on the Causal Structure in a tensor network, arXiv preprint arXiv:1805.03071 (2018)
  • [37] LY Hung, YS Wu, Y Zhou, Linking entanglement and discrete anomaly, Journal of High Energy Physics, 2018(5), 1-14 (2018)
  • [38] A Hamma, LY Hung, A Marciano, M Zhang, Area law from loop quantum gravity, Physical Review D, 97(6) (2018)
  • [39] A Bhattacharyya, LY Hung, Y Lei, W Li, Tensor network and (p-adic) AdS/CFT, Journal of High Energy Physics, 2018(1) (2018)
  • [40] Z Luo, J Li, Z Li, LY Hung, Y Wan, X Peng, J Du, Experimentally probing topological order and its breakdown through modular matrices, Nature physics, 14(2), 160-165 (2018)
  • [41] M Han, LY Hung, Loop quantum gravity, exact holographic mapping, and holographic entanglement entropy, Physical Review D, 95(2) (2017)
  • [42] A Bhattacharyya, LY Hung, PHC Lau, SN Liu, Inspecting non-perturbative contributions to the Entanglement Entropy via wavefunctions, Entropy, 19(12) (2017)
  • [43] A Bhattacharyya, LY Hung, CM Melby-Thompson, Instantons and entanglement entropy, Journal of High Energy Physics, 2017(10), 1-27 (2017)
  • [44] K Li, Y Wan, LY Hung, T Lan, G Long, D Lu, B Zeng, R Laflamme, Experimental identification of non-Abelian topological orders on a quantum simulator, Physical Review Letters, 118(8) (2017)
  • [45] LY Hung, Y Jiang, Y Wang, Area term of the entanglement entropy of a supersymmetric$O(N)$vector model in three dimensions, Physical Review D, 95(8) (2017)
  • [46] A Bhattacharyya, ZS Gao, LY Hung, SN Liu, Exploring the tensor networks/AdS correspondence, Journal of High Energy Physics, 2016(8), 1-38 (2016)
  • [47] A Bhattacharyya, L Cheng, LY Hung, Relative entropy, mixed gauge-gravitational anomaly and causality, Journal of High Energy Physics, 2016(7), 1-19 (2016)
  • [48] L Cheng, LY Hung, SN Liu, HZ Zhou, First law of entanglement entropy in topologically massive gravity, Physical Review D, 94(6) (2016)
  • [49] S Matsuura, X Wen, LY Hung, S Ryu, Charged topological entanglement entropy, Physical Review B, 93(19) (2016)
  • [50] L Cheng, LY Hung, SN Liu, HZ Zhou, First Law of Entanglement Entropy vs Black Hole Entropy in an Anomalous Theory, Other (2015)
  • [51] A Belin, LY Hung, A Maloney, S Matsuura, Charged Renyi entropies and holographic superconductors, Journal of High Energy Physics, 2015(1), 1-20 (2015)
  • [52] LY Hung, Y Wan, Revisiting Entanglement Entropy of Lattice Gauge Theories, Journal of High Energy Physics, 1504 (2015)
  • [53] X Huang, LY Hung, FL Lin, OPE of the stress tensors and surface operators, Journal of High Energy Physics, 2015(6), 1-18 (2015)
  • [54] A Belin, A Castro, L Hung, Fake gaps in AdS^ sub 3^/CFT^ sub 2^, Journal of High Energy Physics, 2015(11) (2015)
  • [55] LY Hung, Y Wan, Generalized ADE classification of gapped domain walls, arXiv preprint arXiv:1502.02026 (2015)
  • [56] LY Hung, Y Wan, Ground-state degeneracy of topological phases on open surfaces, Physical Review Letters, 114(7) (2015)
  • [57] LY Hung, Y Wan, Generalized ADE classification of topological boundaries and anyon condensation, Journal of High Energy Physics, 2015(7), 1-29 (2015)
  • [58] A Belin, A Castro, LY Hung, Fake gaps in AdS3/CFT2, Journal of High Energy Physics, 2015(11), 1-29 (2015)
  • [59] LY Hung, RC Myers, M Smolkin, Twist operators in higher dimensions, Journal of High Energy Physics, 2014(10), 1-45 (2014)
  • [60] LY Hung, W Fu, S Sachdev, Quantum quenching an O (N) non linear sigma model (NLSM) and oscillation experiments of high Tc underdoped cuprate superconductor, Bulletin of the American Physical Society (2014)
  • [61] W Fu, LY Hung, S Sachdev, Dynamics of competing orders in two-dimensional metals with antiferromagnetic exchange interactions, APS March Meeting Abstracts (2014)
  • [62] W Fu, LY Hung, S Sachdev, Quantum quenches and competing orders: I. Time-dependent Hartree-Fock+ BCS theory, arXiv preprint arXiv:1401.7674 (2014)
  • [63] LY Hung, XG Wen, Universal symmetry-protected topological invariants for symmetry-protected topological states, Physical Review B, 89(7) (2014)
  • [64] W Fu, LY Hung, S Sachdev, Quantum quenches and competing orders, Physical Review B, 90(2) (2014)
  • [65] LY Hung, Y Wan, Symmetry-enriched phases obtained via pseudo anyon condensation, International Journal of Modern Physics B, 28(24) (2014)
  • [66] Y Gu, LY Hung, Y Wan, Unified framework of topological phases with symmetry, Physical Review B, 90(24) (2014)
  • [67] A Belin, LY Hung, A Maloney, RC Myers, T Sierens, Holographic Charged Renyi Entropies, JHEP, 13(12) (2013)
  • [68] LY Hung, Y Wan, K matrix construction of symmetry-enriched phases of matter, Phys. Rev. B, 87 (2013)
  • [69] LY Hung, M Smolkin, E Sorkin, (Non) supersymmetric quantum quenches, Journal of High Energy Physics, 2013(12), 1-26 (2013)
  • [70] LY Hung, XG Wen, Quantized topological terms in weak-coupling gauge theories with a global symmetry and their connection to symmetry-enriched topological phases, Physical Review B—Condensed Matter and Materials Physics, 87(16) (2013)
  • [71] DD Blanco, H Casini, LY Hung, RC Myers, Relative entropy and holography, Journal of High Energy Physics, 2013(8), 1-65 (2013)
  • [72] H Elvang, DZ Freedman, LY Hung, M Kiermaier, RC Myers, S Theisen, On renormalization group flows and the a-theorem in 6d, Journal of High Energy Physics, 2012(10), 1-43 (2012)
  • [73] LY Hung, XG Wen, Quantized topological terms in weak-coupling gauge theories with symmetry and their connection to symmetry enriched topological phases, arXiv preprint arXiv:1212.1827 (2012)
  • [74] LY Hung, M Smolkin, E Sorkin, Modification of Late-Time Phase Structure by Quantum Quenches, Physical Review Letters, 109(15) (2012)
  • [75] LY Hung, Y Wan, String-net models with$ZN$fusion algebra, Physical Review B—Condensed Matter and Materials Physics, 86(23) (2012)
  • [76] LY Hung, XG Wen, Quantized topological terms in weakly coupled gauge theories and their connection to symmetry protected topological phases, arXiv preprint arXiv:1211.2767 (2012)
  • [77] A Bhattacharyya, LY Hung, K Sen, A Sinha, c-theorems in arbitrary dimensions, Physical Review D—Particles, Fields, Gravitation, and Cosmology, 86(10) (2012)
  • [78] LY Hung, RC Myers, M Smolkin, On holographic entanglement entropy and higher curvature gravity, Journal of High Energy Physics, 2011(4), 1-49 (2011)
  • [79] LY Hung, RC Myers, M Smolkin, A Yale, Holographic calculations of Renyi entropy, Journal of High Energy Physics, 2011(12), 1-61 (2011)
  • [80] LY Hung, RC Myers, M Smolkin, Some calculable contributions to holographic entanglement entropy, Journal of High Energy Physics, 2011(8), 1-45 (2011)
  • [81] LY Hung, Y Shang, One-loop diagrams in AdS space, Physical Review D—Particles, Fields, Gravitation, and Cosmology, 83(2) (2011)
  • [82] M Chiodaroli, M Gutperle, LY Hung, D Krym, String junctions and holographic interfaces, Physical Review D—Particles, Fields, Gravitation, and Cosmology, 83(2) (2011)
  • [83] LY Hung, Y Shang, On 1-loop diagrams in AdS space and the random disorder problem, preprint (2010)
  • [84] LY Hung, DP Jatkar, A Sinha, Non-relativistic metrics from back-reacting fermions, Classical and Quantum Gravity, 28(1) (2010)
  • [85] M Chiodaroli, M Gutperle, LY Hung, Boundary entropy of supersymmetric Janus solutions, Journal of High Energy Physics, 2010(9), 1-29 (2010)
  • [86] LY Hung, A Sinha, Holographic quantum liquids in 1+ 1 dimensions, Journal of High Energy Physics, 2010(1), 1-38 (2010)
  • [87] HY Chen, LY Hung, G Shiu, Inflation on an open racetrack, Journal of High Energy Physics, 2009(3) (2009)
  • [88] LY Hung, String creation, D-branes and effective field theory, Journal of High Energy Physics, 2008(4) (2008)
  • [89] CP Burgess, JP Conlon, LY Hung, CH Kom, A Maharana, F Quevedo, Continuous global symmetries and hyperweak interactionsin string compactifications, Journal of High Energy Physics, 2008(7) (2008)
  • [90] LY Hung, LI Uruchurtu, Type II small stringy black holes, probe branes and higher derivative interactions, Journal of High Energy Physics, 2008(3) (2008)
  • [91] LY Hung, Comments on I1-branes, Journal of High Energy Physics, 2007(5) (2007)
  • [92] LY Hung, Intersecting D7-branes, I5-branes and conifolds, Journal of High Energy Physics, 2007(3) (2007)
  • [93] Z Luo, J Li, Z Li, LY Hung, Y Wan, X Peng, J Du, Identifying Topological Order by Measuring the Modular Matrices, arXiv preprint arXiv:1608.06978 (2003)

 

Update Time: 2025-10-16 17:00:06